<!DOCTYPE html>
<html lang="en">

<head>
  <meta charset="UTF-8">
  <meta name="viewport" content="width=device-width, initial-scale=1.0">
  <title>Interactive BOM for KiCAD</title>
  <style type="text/css">
:root {
  --pcb-edge-color: black;
  --pad-color: #878787;
  --pad-hole-color: #CCCCCC;
  --pad-color-highlight: #D04040;
  --pad-color-highlight-both: #D0D040;
  --pad-color-highlight-marked: #44a344;
  --pin1-outline-color: #ffb629;
  --pin1-outline-color-highlight: #ffb629;
  --pin1-outline-color-highlight-both: #fcbb39;
  --pin1-outline-color-highlight-marked: #fdbe41;
  --silkscreen-edge-color: #aa4;
  --silkscreen-polygon-color: #4aa;
  --silkscreen-text-color: #4aa;
  --fabrication-edge-color: #907651;
  --fabrication-polygon-color: #907651;
  --fabrication-text-color: #a27c24;
  --track-color: #def5f1;
  --track-color-highlight: #D04040;
  --zone-color: #def5f1;
  --zone-color-highlight: #d0404080;
}

html,
body {
  margin: 0px;
  height: 100%;
  font-family: Verdana, sans-serif;
}

.dark.topmostdiv {
  --pcb-edge-color: #eee;
  --pad-color: #808080;
  --pin1-outline-color: #ffa800;
  --pin1-outline-color-highlight: #ccff00;
  --track-color: #42524f;
  --zone-color: #42524f;
  background-color: #252c30;
  color: #eee;
}

button {
  background-color: #eee;
  border: 1px solid #888;
  color: black;
  height: 44px;
  width: 44px;
  text-align: center;
  text-decoration: none;
  display: inline-block;
  font-size: 14px;
  font-weight: bolder;
}

.dark button {
  /* This will be inverted */
  background-color: #c3b7b5;
}

button.depressed {
  background-color: #0a0;
  color: white;
}

.dark button.depressed {
  /* This will be inverted */
  background-color: #b3b;
}

button:focus {
  outline: 0;
}

button#tb-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}

button#lr-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}

button#bom-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-grouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-ungrouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-netlist-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
}

button#copy {
  background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
  background-position: 6px 6px;
  background-repeat: no-repeat;
  background-size: 26px 26px;
  border-radius: 6px;
  height: 40px;
  width: 40px;
  margin: 10px 5px;
}

button#copy:active {
  box-shadow: inset 0px 0px 5px #6c6c6c;
}

textarea.clipboard-temp {
  position: fixed;
  top: 0;
  left: 0;
  width: 2em;
  height: 2em;
  padding: 0;
  border: None;
  outline: None;
  box-shadow: None;
  background: transparent;
}

.left-most-button {
  border-right: 0;
  border-top-left-radius: 6px;
  border-bottom-left-radius: 6px;
}

.middle-button {
  border-right: 0;
}

.right-most-button {
  border-top-right-radius: 6px;
  border-bottom-right-radius: 6px;
}

.button-container {
  font-size: 0;
  margin: 0.4rem 0.4rem 0.4rem 0;
}

.dark .button-container {
  filter: invert(1);
}

.button-container button {
  background-size: 32px 32px;
  background-position: 5px 5px;
  background-repeat: no-repeat;
}

@media print {
  .hideonprint {
    display: none;
  }
}

canvas {
  cursor: crosshair;
}

canvas:active {
  cursor: grabbing;
}

.fileinfo {
  width: 100%;
  max-width: 1000px;
  border: none;
  padding: 3px;
}

.fileinfo .title {
  font-size: 20pt;
  font-weight: bold;
}

.fileinfo td {
  overflow: hidden;
  white-space: nowrap;
  max-width: 1px;
  width: 50%;
  text-overflow: ellipsis;
}

.bom {
  border-collapse: collapse;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 10pt;
  table-layout: fixed;
  width: 100%;
  margin-top: 1px;
  position: relative;
}

.bom th,
.bom td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}

.dark .bom th,
.dark .bom td {
  border: 1px solid #777;
}

.bom th {
  background-color: #CCCCCC;
  background-clip: padding-box;
}

.dark .bom th {
  background-color: #3b4749;
}

.bom tr.highlighted:nth-child(n) {
  background-color: #cfc;
}

.dark .bom tr.highlighted:nth-child(n) {
  background-color: #226022;
}

.bom tr:nth-child(even) {
  background-color: #f2f2f2;
}

.dark .bom tr:nth-child(even) {
  background-color: #313b40;
}

.bom tr.checked {
  color: #1cb53d;
}

.dark .bom tr.checked {
  color: #2cce54;
}

.bom tr {
  transition: background-color 0.2s;
}

.bom .numCol {
  width: 30px;
}

.bom .value {
  width: 15%;
}

.bom .quantity {
  width: 65px;
}

.bom th .sortmark {
  position: absolute;
  right: 1px;
  top: 1px;
  margin-top: -5px;
  border-width: 5px;
  border-style: solid;
  border-color: transparent transparent #221 transparent;
  transform-origin: 50% 85%;
  transition: opacity 0.2s, transform 0.4s;
}

.dark .bom th .sortmark {
  filter: invert(1);
}

.bom th .sortmark.none {
  opacity: 0;
}

.bom th .sortmark.desc {
  transform: rotate(180deg);
}

.bom th:hover .sortmark.none {
  opacity: 0.5;
}

.bom .bom-checkbox {
  width: 30px;
  position: relative;
  user-select: none;
  -moz-user-select: none;
}

.bom .bom-checkbox:before {
  content: "";
  position: absolute;
  border-width: 15px;
  border-style: solid;
  border-color: #51829f transparent transparent transparent;
  visibility: hidden;
  top: -15px;
}

.bom .bom-checkbox:after {
  content: "Double click to set/unset all";
  position: absolute;
  color: white;
  top: -35px;
  left: -26px;
  background: #51829f;
  padding: 5px 15px;
  border-radius: 8px;
  white-space: nowrap;
  visibility: hidden;
}

.bom .bom-checkbox:hover:before,
.bom .bom-checkbox:hover:after {
  visibility: visible;
  transition: visibility 0.2s linear 1s;
}

.split {
  -webkit-box-sizing: border-box;
  -moz-box-sizing: border-box;
  box-sizing: border-box;
  overflow-y: auto;
  overflow-x: hidden;
  background-color: inherit;
}

.split.split-horizontal,
.gutter.gutter-horizontal {
  height: 100%;
  float: left;
}

.gutter {
  background-color: #ddd;
  background-repeat: no-repeat;
  background-position: 50%;
  transition: background-color 0.3s;
}

.dark .gutter {
  background-color: #777;
}

.gutter.gutter-horizontal {
  background-image: url('');
  cursor: ew-resize;
  width: 5px;
}

.gutter.gutter-vertical {
  background-image: url('');
  cursor: ns-resize;
  height: 5px;
}

.searchbox {
  float: left;
  height: 40px;
  margin: 10px 5px;
  padding: 12px 32px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 18px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 6px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  background-image: url('');
  background-position: 10px 10px;
  background-repeat: no-repeat;
}

.dark .searchbox {
  background-color: #111;
  color: #eee;
}

.searchbox::placeholder {
  color: #ccc;
}

.dark .searchbox::placeholder {
  color: #666;
}

.filter {
  width: calc(60% - 64px);
}

.reflookup {
  width: calc(40% - 10px);
}

input[type=text]:focus {
  background-color: white;
  border: 1px solid #333;
}

.dark input[type=text]:focus {
  background-color: #333;
  border: 1px solid #ccc;
}

mark.highlight {
  background-color: #5050ff;
  color: #fff;
  padding: 2px;
  border-radius: 6px;
}

.dark mark.highlight {
  background-color: #76a6da;
  color: #111;
}

.menubtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
  background-position: center;
  background-repeat: no-repeat;
}

.statsbtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}

.iobtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}

.visbtn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
  padding: 15px;
}

#vismenu-content {
  left: 0px;
  font-family: Verdana, sans-serif;
}

.dark .statsbtn,
.dark .savebtn,
.dark .menubtn,
.dark .iobtn,
.dark .visbtn {
  filter: invert(1);
}

.flexbox {
  display: flex;
  align-items: center;
  justify-content: space-between;
  width: 100%;
}

.savebtn {
  background-color: #d6d6d6;
  width: auto;
  height: 30px;
  flex-grow: 1;
  margin: 5px;
  border-radius: 4px;
}

.savebtn:active {
  background-color: #0a0;
  color: white;
}

.dark .savebtn:active {
  /* This will be inverted */
  background-color: #b3b;
}

.stats {
  border-collapse: collapse;
  font-size: 12pt;
  table-layout: fixed;
  width: 100%;
  min-width: 450px;
}

.dark .stats td {
  border: 1px solid #bbb;
}

.stats td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}

#checkbox-stats div {
  position: absolute;
  left: 0;
  top: 0;
  height: 100%;
  width: 100%;
  display: flex;
  align-items: center;
  justify-content: center;
}

#checkbox-stats .bar {
  background-color: rgba(28, 251, 0, 0.6);
}

.menu {
  position: relative;
  display: inline-block;
  margin: 0.4rem 0.4rem 0.4rem 0;
}

.menu-content {
  font-size: 12pt !important;
  text-align: left !important;
  font-weight: normal !important;
  display: none;
  position: absolute;
  background-color: white;
  right: 0;
  min-width: 300px;
  box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
  z-index: 100;
  padding: 8px;
}

.dark .menu-content {
  background-color: #111;
}

.menu:hover .menu-content {
  display: block;
}

.menu:hover .menubtn,
.menu:hover .iobtn,
.menu:hover .statsbtn {
  background-color: #eee;
}

.menu-label {
  display: inline-block;
  padding: 8px;
  border: 1px solid #ccc;
  border-top: 0;
  width: calc(100% - 18px);
}

.menu-label-top {
  border-top: 1px solid #ccc;
}

.menu-textbox {
  float: left;
  height: 24px;
  margin: 10px 5px;
  padding: 5px 5px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 14px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 4px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  width: calc(100% - 10px);
}

.menu-textbox.invalid,
.dark .menu-textbox.invalid {
  color: red;
}

.dark .menu-textbox {
  background-color: #222;
  color: #eee;
}

.radio-container {
  margin: 4px;
}

.topmostdiv {
  display: flex;
  flex-direction: column;
  width: 100%;
  background-color: white;
  transition: background-color 0.3s;
}

#top {
  display: flex;
  flex-wrap: wrap;
  justify-content: flex-end;
  align-items: center;
}

#topdivider {
  border-bottom: 2px solid black;
  display: flex;
  justify-content: center;
  align-items: center;
}

.dark #topdivider {
  border-bottom: 2px solid #ccc;
}

#topdivider>div {
  position: relative;
}

#toptoggle {
  cursor: pointer;
  user-select: none;
  position: absolute;
  padding: 0.1rem 0.3rem;
  top: -0.4rem;
  left: -1rem;
  font-size: 1.4rem;
  line-height: 60%;
  border: 1px solid black;
  border-radius: 1rem;
  background-color: #fff;
  z-index: 100;
}

.flipped {
  transform: rotate(0.5turn);
}

.dark #toptoggle {
  border: 1px solid #fff;
  background-color: #222;
}

#fileinfodiv {
  flex: 20rem 1 0;
  overflow: auto;
}

#bomcontrols {
  display: flex;
  flex-direction: row-reverse;
}

#bomcontrols>* {
  flex-shrink: 0;
}

#dbg {
  display: block;
}

::-webkit-scrollbar {
  width: 8px;
}

::-webkit-scrollbar-track {
  background: #aaa;
}

::-webkit-scrollbar-thumb {
  background: #666;
  border-radius: 3px;
}

::-webkit-scrollbar-thumb:hover {
  background: #555;
}

.slider {
  -webkit-appearance: none;
  width: 100%;
  margin: 3px 0;
  padding: 0;
  outline: none;
  opacity: 0.7;
  -webkit-transition: .2s;
  transition: opacity .2s;
  border-radius: 3px;
}

.slider:hover {
  opacity: 1;
}

.slider:focus {
  outline: none;
}

.slider::-webkit-slider-runnable-track {
  -webkit-appearance: none;
  width: 100%;
  height: 8px;
  background: #d3d3d3;
  border-radius: 3px;
  border: none;
}

.slider::-webkit-slider-thumb {
  -webkit-appearance: none;
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin-top: -4px;
}

.dark .slider::-webkit-slider-thumb {
  background: #3d3;
}

.slider::-moz-range-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
}

.slider::-moz-range-track {
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  background: #d3d3d3;
  border-radius: 3px;
}

.dark .slider::-moz-range-thumb {
  background: #3d3;
}

.slider::-ms-track {
  width: 100%;
  height: 8px;
  border-width: 3px 0;
  background: transparent;
  border-color: transparent;
  color: transparent;
  transition: opacity .2s;
}

.slider::-ms-fill-lower {
  background: #d3d3d3;
  border: none;
  border-radius: 3px;
}

.slider::-ms-fill-upper {
  background: #d3d3d3;
  border: none;
  border-radius: 3px;
}

.slider::-ms-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin: 0;
}

.shameless-plug {
  font-size: 0.8em;
  text-align: center;
  display: block;
}

a {
  color: #0278a4;
}

.dark a {
  color: #00b9fd;
}

#frontcanvas,
#backcanvas {
  touch-action: none;
}

.placeholder {
  border: 1px dashed #9f9fda !important;
  background-color: #edf2f7 !important;
}

.dragging {
  z-index: 999;
}

.dark .dragging>table>tbody>tr {
  background-color: #252c30;
}

.dark .placeholder {
  filter: invert(1);
}

.column-spacer {
  top: 0;
  left: 0;
  width: calc(100% - 4px);
  position: absolute;
  cursor: pointer;
  user-select: none;
  height: 100%;
}

.column-width-handle {
  top: 0;
  right: 0;
  width: 4px;
  position: absolute;
  cursor: col-resize;
  user-select: none;
  height: 100%;
}

.column-width-handle:hover {
  background-color: #4f99bd;
}

.help-link {
  border: 1px solid #0278a4;
  padding-inline: 0.3rem;
  border-radius: 3px;
  cursor: pointer;
}

.dark .help-link {
  border: 1px solid #00b9fd;
}

.bom-color {
  width: 20%;
}

.color-column input {
  width: 1.6rem;
  height: 1rem;
  border: 1px solid black;
  cursor: pointer;
  padding: 0;
}

/* removes default styling from input color element */
::-webkit-color-swatch {
  border: none;
}

::-webkit-color-swatch-wrapper {
  padding: 0;
}

::-moz-color-swatch,
::-moz-focus-inner {
  border: none;
}

::-moz-focus-inner {
  padding: 0;
}
/* #bomhead {
    position: sticky;
    top: 0px;
    z-index: 1;
} */
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  <script type="text/javascript" >
///////////////////////////////////////////////
/*
  Split.js - v1.3.5
  MIT License
  https://github.com/nathancahill/Split.js
*/
!function(e,t){"object"==typeof exports&&"undefined"!=typeof module?module.exports=t():"function"==typeof define&&define.amd?define(t):e.Split=t()}(this,function(){"use strict";var e=window,t=e.document,n="addEventListener",i="removeEventListener",r="getBoundingClientRect",s=function(){return!1},o=e.attachEvent&&!e[n],a=["","-webkit-","-moz-","-o-"].filter(function(e){var n=t.createElement("div");return n.style.cssText="width:"+e+"calc(9px)",!!n.style.length}).shift()+"calc",l=function(e){return"string"==typeof e||e instanceof String?t.querySelector(e):e};return function(u,c){function z(e,t,n){var i=A(y,t,n);Object.keys(i).forEach(function(t){return e.style[t]=i[t]})}function h(e,t){var n=B(y,t);Object.keys(n).forEach(function(t){return e.style[t]=n[t]})}function f(e){var t=E[this.a],n=E[this.b],i=t.size+n.size;t.size=e/this.size*i,n.size=i-e/this.size*i,z(t.element,t.size,this.aGutterSize),z(n.element,n.size,this.bGutterSize)}function m(e){var t;this.dragging&&((t="touches"in e?e.touches[0][b]-this.start:e[b]-this.start)<=E[this.a].minSize+M+this.aGutterSize?t=E[this.a].minSize+this.aGutterSize:t>=this.size-(E[this.b].minSize+M+this.bGutterSize)&&(t=this.size-(E[this.b].minSize+this.bGutterSize)),f.call(this,t),c.onDrag&&c.onDrag())}function g(){var e=E[this.a].element,t=E[this.b].element;this.size=e[r]()[y]+t[r]()[y]+this.aGutterSize+this.bGutterSize,this.start=e[r]()[G]}function d(){var t=this,n=E[t.a].element,r=E[t.b].element;t.dragging&&c.onDragEnd&&c.onDragEnd(),t.dragging=!1,e[i]("mouseup",t.stop),e[i]("touchend",t.stop),e[i]("touchcancel",t.stop),t.parent[i]("mousemove",t.move),t.parent[i]("touchmove",t.move),delete t.stop,delete t.move,n[i]("selectstart",s),n[i]("dragstart",s),r[i]("selectstart",s),r[i]("dragstart",s),n.style.userSelect="",n.style.webkitUserSelect="",n.style.MozUserSelect="",n.style.pointerEvents="",r.style.userSelect="",r.style.webkitUserSelect="",r.style.MozUserSelect="",r.style.pointerEvents="",t.gutter.style.cursor="",t.parent.style.cursor=""}function S(t){var i=this,r=E[i.a].element,o=E[i.b].element;!i.dragging&&c.onDragStart&&c.onDragStart(),t.preventDefault(),i.dragging=!0,i.move=m.bind(i),i.stop=d.bind(i),e[n]("mouseup",i.stop),e[n]("touchend",i.stop),e[n]("touchcancel",i.stop),i.parent[n]("mousemove",i.move),i.parent[n]("touchmove",i.move),r[n]("selectstart",s),r[n]("dragstart",s),o[n]("selectstart",s),o[n]("dragstart",s),r.style.userSelect="none",r.style.webkitUserSelect="none",r.style.MozUserSelect="none",r.style.pointerEvents="none",o.style.userSelect="none",o.style.webkitUserSelect="none",o.style.MozUserSelect="none",o.style.pointerEvents="none",i.gutter.style.cursor=j,i.parent.style.cursor=j,g.call(i)}function v(e){e.forEach(function(t,n){if(n>0){var i=F[n-1],r=E[i.a],s=E[i.b];r.size=e[n-1],s.size=t,z(r.element,r.size,i.aGutterSize),z(s.element,s.size,i.bGutterSize)}})}function p(){F.forEach(function(e){e.parent.removeChild(e.gutter),E[e.a].element.style[y]="",E[e.b].element.style[y]=""})}void 0===c&&(c={});var y,b,G,E,w=l(u[0]).parentNode,D=e.getComputedStyle(w).flexDirection,U=c.sizes||u.map(function(){return 100/u.length}),k=void 0!==c.minSize?c.minSize:100,x=Array.isArray(k)?k:u.map(function(){return k}),L=void 0!==c.gutterSize?c.gutterSize:10,M=void 0!==c.snapOffset?c.snapOffset:30,O=c.direction||"horizontal",j=c.cursor||("horizontal"===O?"ew-resize":"ns-resize"),C=c.gutter||function(e,n){var i=t.createElement("div");return i.className="gutter gutter-"+n,i},A=c.elementStyle||function(e,t,n){var i={};return"string"==typeof t||t instanceof String?i[e]=t:i[e]=o?t+"%":a+"("+t+"% - "+n+"px)",i},B=c.gutterStyle||function(e,t){return n={},n[e]=t+"px",n;var n};"horizontal"===O?(y="width","clientWidth",b="clientX",G="left","paddingLeft"):"vertical"===O&&(y="height","clientHeight",b="clientY",G="top","paddingTop");var F=[];return E=u.map(function(e,t){var i,s={element:l(e),size:U[t],minSize:x[t]};if(t>0&&(i={a:t-1,b:t,dragging:!1,isFirst:1===t,isLast:t===u.length-1,direction:O,parent:w},i.aGutterSize=L,i.bGutterSize=L,i.isFirst&&(i.aGutterSize=L/2),i.isLast&&(i.bGutterSize=L/2),"row-reverse"===D||"column-reverse"===D)){var a=i.a;i.a=i.b,i.b=a}if(!o&&t>0){var c=C(t,O);h(c,L),c[n]("mousedown",S.bind(i)),c[n]("touchstart",S.bind(i)),w.insertBefore(c,s.element),i.gutter=c}0===t||t===u.length-1?z(s.element,s.size,L/2):z(s.element,s.size,L);var f=s.element[r]()[y];return f<s.minSize&&(s.minSize=f),t>0&&F.push(i),s}),o?{setSizes:v,destroy:p}:{setSizes:v,getSizes:function(){return E.map(function(e){return e.size})},collapse:function(e){if(e===F.length){var t=F[e-1];g.call(t),o||f.call(t,t.size-t.bGutterSize)}else{var n=F[e];g.call(n),o||f.call(n,n.aGutterSize)}},destroy:p}}});

///////////////////////////////////////////////

///////////////////////////////////////////////
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
// This work is free. You can redistribute it and/or modify it
// under the terms of the WTFPL, Version 2
// For more information see LICENSE.txt or http://www.wtfpl.net/
//
// For more information, the home page:
// http://pieroxy.net/blog/pages/lz-string/testing.html
//
// LZ-based compression algorithm, version 1.4.4
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
///////////////////////////////////////////////

///////////////////////////////////////////////
/*!
 * PEP v0.4.3 | https://github.com/jquery/PEP
 * Copyright jQuery Foundation and other contributors | http://jquery.org/license
 */
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///////////////////////////////////////////////

///////////////////////////////////////////////
var config = {"dark_mode": true, "show_pads": true, "show_fabrication": true, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
///////////////////////////////////////////////

///////////////////////////////////////////////
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"))
///////////////////////////////////////////////

///////////////////////////////////////////////
/* Utility functions */

var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
  pcbdata.metadata.revision + '__#';
var storage;

function initStorage(key) {
  try {
    window.localStorage.getItem("blank");
    storage = window.localStorage;
  } catch (e) {
    // localStorage not available
  }
  if (!storage) {
    try {
      window.sessionStorage.getItem("blank");
      storage = window.sessionStorage;
    } catch (e) {
      // sessionStorage also not available
    }
  }
}

function readStorage(key) {
  if (storage) {
    return storage.getItem(storagePrefix + key);
  } else {
    return null;
  }
}

function writeStorage(key, value) {
  if (storage) {
    storage.setItem(storagePrefix + key, value);
  }
}

function fancyDblClickHandler(el, onsingle, ondouble) {
  return function () {
    if (el.getAttribute("data-dblclick") == null) {
      el.setAttribute("data-dblclick", 1);
      setTimeout(function () {
        if (el.getAttribute("data-dblclick") == 1) {
          onsingle();
        }
        el.removeAttribute("data-dblclick");
      }, 200);
    } else {
      el.removeAttribute("data-dblclick");
      ondouble();
    }
  }
}

function smoothScrollToRow(rowid) {
  document.getElementById(rowid).scrollIntoView({
    behavior: "smooth",
    block: "center",
    inline: "nearest"
  });
}

function focusInputField(input) {
  input.scrollIntoView(false);
  input.focus();
  input.select();
}

function saveBomTable(output) {
  var text = '';
  for (var node of bomhead.childNodes[0].childNodes) {
    if (node.firstChild) {
      text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
    }
    if (node != bomhead.childNodes[0].lastChild) {
      text += (output == 'csv' ? ',' : '\t');
    }
  }
  text += '\n';
  for (var row of bombody.childNodes) {
    for (var cell of row.childNodes) {
      let val = '';
      for (var node of cell.childNodes) {
        if (node.nodeName == "INPUT") {
          if (node.checked) {
            val += '✓';
          }
        } else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
          val += node.firstChild.nodeValue;
        } else {
          val += node.nodeValue;
        }
      }
      if (output == 'csv') {
        val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
        if (isNumeric(val)) {
          val = +val;                     // use number
        } else {
          val = `"${val}"`;               // enclosed within double-quote
        }
      }
      text += val;
      if (cell != row.lastChild) {
        text += (output == 'csv' ? ',' : '\t');
      }
    }
    text += '\n';
  }

  if (output != 'clipboard') {
    // To file: csv or txt
    var blob = new Blob([text], {
      type: `text/${output}`
    });
    saveFile(`${pcbdata.metadata.title}.${output}`, blob);
  } else {
    // To clipboard
    var textArea = document.createElement("textarea");
    textArea.classList.add('clipboard-temp');
    textArea.value = text;

    document.body.appendChild(textArea);
    textArea.focus();
    textArea.select();

    try {
      if (document.execCommand('copy')) {
        console.log('Bom copied to clipboard.');
      }
    } catch (err) {
      console.log('Can not copy to clipboard.');
    }

    document.body.removeChild(textArea);
  }
}

function isNumeric(str) {
  /* https://stackoverflow.com/a/175787 */
  return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
}

function removeGutterNode(node) {
  for (var i = 0; i < node.childNodes.length; i++) {
    if (node.childNodes[i].classList &&
      node.childNodes[i].classList.contains("gutter")) {
      node.removeChild(node.childNodes[i]);
      break;
    }
  }
}

function cleanGutters() {
  removeGutterNode(document.getElementById("bot"));
  removeGutterNode(document.getElementById("canvasdiv"));
}

var units = {
  prefixes: {
    giga: ["G", "g", "giga", "Giga", "GIGA"],
    mega: ["M", "mega", "Mega", "MEGA"],
    kilo: ["K", "k", "kilo", "Kilo", "KILO"],
    milli: ["m", "milli", "Milli", "MILLI"],
    micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
    nano: ["N", "n", "nano", "Nano", "NANO"],
    pico: ["P", "p", "pico", "Pico", "PICO"],
  },
  unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
  unitsLong: [
    "OHM", "Ohm", "ohm", "ohms",
    "FARAD", "Farad", "farad",
    "HENRY", "Henry", "henry"
  ],
  getMultiplier: function (s) {
    if (this.prefixes.giga.includes(s)) return 1e9;
    if (this.prefixes.mega.includes(s)) return 1e6;
    if (this.prefixes.kilo.includes(s)) return 1e3;
    if (this.prefixes.milli.includes(s)) return 1e-3;
    if (this.prefixes.micro.includes(s)) return 1e-6;
    if (this.prefixes.nano.includes(s)) return 1e-9;
    if (this.prefixes.pico.includes(s)) return 1e-12;
    return 1;
  },
  valueRegex: null,
}

function initUtils() {
  var allPrefixes = units.prefixes.giga
    .concat(units.prefixes.mega)
    .concat(units.prefixes.kilo)
    .concat(units.prefixes.milli)
    .concat(units.prefixes.micro)
    .concat(units.prefixes.nano)
    .concat(units.prefixes.pico);
  var allUnits = units.unitsShort.concat(units.unitsLong);
  units.valueRegex = new RegExp("^([0-9\.]+)" +
    "\\s*(" + allPrefixes.join("|") + ")?" +
    "(" + allUnits.join("|") + ")?" +
    "(\\b.*)?$", "");
  units.valueAltRegex = new RegExp("^([0-9]*)" +
    "(" + units.unitsShort.join("|") + ")?" +
    "([GgMmKkUuNnPp])?" +
    "([0-9]*)" +
    "(\\b.*)?$", "");
  if (config.fields.includes("Value")) {
    var index = config.fields.indexOf("Value");
    pcbdata.bom["parsedValues"] = {};
    for (var id in pcbdata.bom.fields) {
      pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
    }
  }
}

function parseValue(val, ref) {
  var inferUnit = (unit, ref) => {
    if (unit) {
      unit = unit.toLowerCase();
      if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
        unit = 'r';
      }
      unit = unit[0];
    } else {
      ref = /^([a-z]+)\d+$/i.exec(ref);
      if (ref) {
        ref = ref[1].toLowerCase();
        if (ref == "c") unit = 'f';
        else if (ref == "l") unit = 'h';
        else if (ref == "r" || ref == "rv") unit = 'r';
        else unit = null;
      }
    }
    return unit;
  };
  val = val.replace(/,/g, "");
  var match = units.valueRegex.exec(val);
  var unit;
  if (match) {
    val = parseFloat(match[1]);
    if (match[2]) {
      val = val * units.getMultiplier(match[2]);
    }
    unit = inferUnit(match[3], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[4],
    }
  }
  match = units.valueAltRegex.exec(val);
  if (match && (match[1] || match[4])) {
    val = parseFloat(match[1] + "." + match[4]);
    if (match[3]) {
      val = val * units.getMultiplier(match[3]);
    }
    unit = inferUnit(match[2], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[5],
    }
  }
  return null;
}

function valueCompare(a, b, stra, strb) {
  if (a === null && b === null) {
    // Failed to parse both values, compare them as strings.
    if (stra != strb) return stra > strb ? 1 : -1;
    else return 0;
  } else if (a === null) {
    return 1;
  } else if (b === null) {
    return -1;
  } else {
    if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
    else if (a.val != b.val) return a.val > b.val ? 1 : -1;
    else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
    else return 0;
  }
}

function validateSaveImgDimension(element) {
  var valid = false;
  var intValue = 0;
  if (/^[1-9]\d*$/.test(element.value)) {
    intValue = parseInt(element.value);
    if (intValue <= 16000) {
      valid = true;
    }
  }
  if (valid) {
    element.classList.remove("invalid");
  } else {
    element.classList.add("invalid");
  }
  return intValue;
}

function saveImage(layer) {
  var width = validateSaveImgDimension(document.getElementById("render-save-width"));
  var height = validateSaveImgDimension(document.getElementById("render-save-height"));
  var bgcolor = null;
  if (!document.getElementById("render-save-transparent").checked) {
    var style = getComputedStyle(topmostdiv);
    bgcolor = style.getPropertyValue("background-color");
  }
  if (!width || !height) return;

  // Prepare image
  var canvas = document.createElement("canvas");
  var layerdict = {
    transform: {
      x: 0,
      y: 0,
      s: 1,
      panx: 0,
      pany: 0,
      zoom: 1,
    },
    bg: canvas,
    fab: canvas,
    silk: canvas,
    highlight: canvas,
    layer: layer,
  }
  // Do the rendering
  recalcLayerScale(layerdict, width, height);
  prepareLayer(layerdict);
  clearCanvas(canvas, bgcolor);
  drawBackground(layerdict, false);
  drawHighlightsOnLayer(layerdict, false);

  // Save image
  var imgdata = canvas.toDataURL("image/png");

  var filename = pcbdata.metadata.title;
  if (pcbdata.metadata.revision) {
    filename += `.${pcbdata.metadata.revision}`;
  }
  filename += `.${layer}.png`;
  saveFile(filename, dataURLtoBlob(imgdata));
}

function saveSettings() {
  var data = {
    type: "InteractiveHtmlBom settings",
    version: 1,
    pcbmetadata: pcbdata.metadata,
    settings: settings,
  }
  var blob = new Blob([JSON.stringify(data, null, 4)], {
    type: "application/json"
  });
  saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
}

function loadSettings() {
  var input = document.createElement("input");
  input.type = "file";
  input.accept = ".settings.json";
  input.onchange = function (e) {
    var file = e.target.files[0];
    var reader = new FileReader();
    reader.onload = readerEvent => {
      var content = readerEvent.target.result;
      var newSettings;
      try {
        newSettings = JSON.parse(content);
      } catch (e) {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      if (newSettings.type != "InteractiveHtmlBom settings") {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
      if (metadataMatches) {
        for (var k in pcbdata.metadata) {
          if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
            metadataMatches = false;
          }
        }
      }
      if (!metadataMatches) {
        var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
        var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
        if (!confirm(
          `Settins file metadata does not match current metadata.\n\n` +
          `Page metadata:\n${currentMetadata}\n\n` +
          `Settings file metadata:\n${fileMetadata}\n\n` +
          `Press OK if you would like to import settings anyway.`)) {
          return;
        }
      }
      overwriteSettings(newSettings.settings);
    }
    reader.readAsText(file, 'UTF-8');
  }
  input.click();
}

function resetSettings() {
  if (!confirm(
    `This will reset all checkbox states and other settings.\n\n` +
    `Press OK if you want to continue.`)) {
    return;
  }
  if (storage) {
    var keys = [];
    for (var i = 0; i < storage.length; i++) {
      var key = storage.key(i);
      if (key.startsWith(storagePrefix)) keys.push(key);
    }
    for (var key of keys) storage.removeItem(key);
  }
  location.reload();
}

function overwriteSettings(newSettings) {
  initDone = false;
  Object.assign(settings, newSettings);
  writeStorage("bomlayout", settings.bomlayout);
  writeStorage("bommode", settings.bommode);
  writeStorage("canvaslayout", settings.canvaslayout);
  writeStorage("bomCheckboxes", settings.checkboxes.join(","));
  document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
  for (var checkbox of settings.checkboxes) {
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
  }
  writeStorage("markWhenChecked", settings.markWhenChecked);
  padsVisible(settings.renderPads);
  document.getElementById("padsCheckbox").checked = settings.renderPads;
  fabricationVisible(settings.renderFabrication);
  document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
  silkscreenVisible(settings.renderSilkscreen);
  document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
  referencesVisible(settings.renderReferences);
  document.getElementById("referencesCheckbox").checked = settings.renderReferences;
  valuesVisible(settings.renderValues);
  document.getElementById("valuesCheckbox").checked = settings.renderValues;
  tracksVisible(settings.renderTracks);
  document.getElementById("tracksCheckbox").checked = settings.renderTracks;
  zonesVisible(settings.renderZones);
  document.getElementById("zonesCheckbox").checked = settings.renderZones;
  dnpOutline(settings.renderDnpOutline);
  document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
  setRedrawOnDrag(settings.redrawOnDrag);
  document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
  setDarkMode(settings.darkMode);
  document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
  setHighlightPin1(settings.highlightpin1);
  document.forms.highlightpin1.highlightpin1.value = settings.highlightpin1;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  setOffsetBackRotation(settings.offsetBackRotation);
  document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation;
  initDone = true;
  prepCheckboxes();
  changeBomLayout(settings.bomlayout);
}

function saveFile(filename, blob) {
  var link = document.createElement("a");
  var objurl = URL.createObjectURL(blob);
  link.download = filename;
  link.href = objurl;
  link.click();
}

function dataURLtoBlob(dataurl) {
  var arr = dataurl.split(','),
    mime = arr[0].match(/:(.*?);/)[1],
    bstr = atob(arr[1]),
    n = bstr.length,
    u8arr = new Uint8Array(n);
  while (n--) {
    u8arr[n] = bstr.charCodeAt(n);
  }
  return new Blob([u8arr], {
    type: mime
  });
}

var settings = {
  canvaslayout: "FB",
  bomlayout: "left-right",
  bommode: "grouped",
  checkboxes: [],
  checkboxStoredRefs: {},
  darkMode: false,
  highlightpin1: "none",
  redrawOnDrag: true,
  boardRotation: 0,
  offsetBackRotation: false,
  renderPads: true,
  renderReferences: true,
  renderValues: true,
  renderSilkscreen: true,
  renderFabrication: true,
  renderDnpOutline: false,
  renderTracks: true,
  renderZones: true,
  columnOrder: [],
  hiddenColumns: [],
  netColors: {},
}

function initDefaults() {
  settings.bomlayout = readStorage("bomlayout");
  if (settings.bomlayout === null) {
    settings.bomlayout = config.bom_view;
  }
  if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
    settings.bomlayout = config.bom_view;
  }
  settings.bommode = readStorage("bommode");
  if (settings.bommode === null) {
    settings.bommode = "grouped";
  }
  if (settings.bommode == "netlist" && !pcbdata.nets) {
    settings.bommode = "grouped";
  }
  if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
    settings.bommode = "grouped";
  }
  settings.canvaslayout = readStorage("canvaslayout");
  if (settings.canvaslayout === null) {
    settings.canvaslayout = config.layer_view;
  }
  var bomCheckboxes = readStorage("bomCheckboxes");
  if (bomCheckboxes === null) {
    bomCheckboxes = config.checkboxes;
  }
  settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
  document.getElementById("bomCheckboxes").value = bomCheckboxes;

  var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1;
  if (highlightpin1 === "false") highlightpin1 = "none";
  if (highlightpin1 === "true") highlightpin1 = "all";
  setHighlightPin1(highlightpin1);
  document.forms.highlightpin1.highlightpin1.value = highlightpin1;

  settings.markWhenChecked = readStorage("markWhenChecked") || "";
  populateMarkWhenCheckedOptions();

  function initBooleanSetting(storageString, def, elementId, func) {
    var b = readStorage(storageString);
    if (b === null) {
      b = def;
    } else {
      b = (b == "true");
    }
    document.getElementById(elementId).checked = b;
    func(b);
  }

  initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
  initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
  initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
  initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
  initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
  if ("tracks" in pcbdata) {
    initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
    initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
  } else {
    document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
    tracksVisible(false);
    zonesVisible(false);
  }
  initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
  initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
  initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);

  var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
  var hcols = JSON.parse(readStorage("hiddenColumns"));
  if (hcols === null) {
    hcols = [];
  }
  settings.hiddenColumns = hcols.filter(e => fields.includes(e));

  var cord = JSON.parse(readStorage("columnOrder"));
  if (cord === null) {
    cord = fields;
  } else {
    cord = cord.filter(e => fields.includes(e));
    if (cord.length != fields.length)
      cord = fields;
  }
  settings.columnOrder = cord;

  settings.boardRotation = readStorage("boardRotation");
  if (settings.boardRotation === null) {
    settings.boardRotation = config.board_rotation * 5;
  } else {
    settings.boardRotation = parseInt(settings.boardRotation);
  }
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);

  settings.netColors = JSON.parse(readStorage("netColors")) || {};
}

// Helper classes for user js callbacks.

const IBOM_EVENT_TYPES = {
  ALL: "all",
  HIGHLIGHT_EVENT: "highlightEvent",
  CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
  BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
}

const EventHandler = {
  callbacks: {},
  init: function () {
    for (eventType of Object.values(IBOM_EVENT_TYPES))
      this.callbacks[eventType] = [];
  },
  registerCallback: function (eventType, callback) {
    this.callbacks[eventType].push(callback);
  },
  emitEvent: function (eventType, eventArgs) {
    event = {
      eventType: eventType,
      args: eventArgs,
    }
    var callback;
    for (callback of this.callbacks[eventType])
      callback(event);
    for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
      callback(event);
  }
}
EventHandler.init();

///////////////////////////////////////////////

///////////////////////////////////////////////
/* PCB rendering code */

var emptyContext2d = document.createElement("canvas").getContext("2d");

function deg2rad(deg) {
  return deg * Math.PI / 180;
}

function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
  var point = [
    linepoint[0] * text.width + offsetx,
    linepoint[1] * text.height + offsety
  ];
  // This approximates pcbnew behavior with how text tilts depending on horizontal justification
  point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
  return point;
}

function drawText(ctx, text, color) {
  if ("ref" in text && !settings.renderReferences) return;
  if ("val" in text && !settings.renderValues) return;
  ctx.save();
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  ctx.lineCap = "round";
  ctx.lineJoin = "round";
  ctx.lineWidth = text.thickness;
  if ("svgpath" in text) {
    ctx.stroke(new Path2D(text.svgpath));
    ctx.restore();
    return;
  }
  if ("polygons" in text) {
    ctx.fill(getPolygonsPath(text));
    ctx.restore();
    return;
  }
  ctx.translate(...text.pos);
  ctx.translate(text.thickness * 0.5, 0);
  var angle = -text.angle;
  if (text.attr.includes("mirrored")) {
    ctx.scale(-1, 1);
    angle = -angle;
  }
  var tilt = 0;
  if (text.attr.includes("italic")) {
    tilt = 0.125;
  }
  var interline = text.height * 1.5 + text.thickness;
  var txt = text.text.split("\n");
  // KiCad ignores last empty line.
  if (txt[txt.length - 1] == '') txt.pop();
  ctx.rotate(deg2rad(angle));
  var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
  offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
  for (var i in txt) {
    var lineWidth = text.thickness + interline / 2 * tilt;
    for (var j = 0; j < txt[i].length; j++) {
      if (txt[i][j] == '\t') {
        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
        lineWidth += fourSpaces - lineWidth % fourSpaces;
      } else {
        if (txt[i][j] == '~') {
          j++;
          if (j == txt[i].length)
            break;
        }
        lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
      }
    }
    var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
    var inOverbar = false;
    for (var j = 0; j < txt[i].length; j++) {
      if (config.kicad_text_formatting) {
        if (txt[i][j] == '\t') {
          var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
          offsetx += fourSpaces - offsetx % fourSpaces;
          continue;
        } else if (txt[i][j] == '~') {
          j++;
          if (j == txt[i].length)
            break;
          if (txt[i][j] != '~') {
            inOverbar = !inOverbar;
          }
        }
      }
      var glyph = pcbdata.font_data[txt[i][j]];
      if (inOverbar) {
        var overbarStart = [offsetx, -text.height * 1.4 + offsety];
        var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];

        if (!lastHadOverbar) {
          overbarStart[0] += text.height * 1.4 * tilt;
          lastHadOverbar = true;
        }
        ctx.beginPath();
        ctx.moveTo(...overbarStart);
        ctx.lineTo(...overbarEnd);
        ctx.stroke();
      } else {
        lastHadOverbar = false;
      }
      for (var line of glyph.l) {
        ctx.beginPath();
        ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
        for (var k = 1; k < line.length; k++) {
          ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
        }
        ctx.stroke();
      }
      offsetx += glyph.w * text.width;
    }
    offsety += interline;
  }
  ctx.restore();
}

function drawedge(ctx, scalefactor, edge, color) {
  ctx.strokeStyle = color;
  ctx.fillStyle = color;
  ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
  ctx.lineCap = "round";
  ctx.lineJoin = "round";
  if ("svgpath" in edge) {
    ctx.stroke(new Path2D(edge.svgpath));
  } else {
    ctx.beginPath();
    if (edge.type == "segment") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(...edge.end);
    }
    if (edge.type == "rect") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(edge.start[0], edge.end[1]);
      ctx.lineTo(...edge.end);
      ctx.lineTo(edge.end[0], edge.start[1]);
      ctx.lineTo(...edge.start);
    }
    if (edge.type == "arc") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        deg2rad(edge.startangle),
        deg2rad(edge.endangle));
    }
    if (edge.type == "circle") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        0, 2 * Math.PI);
      ctx.closePath();
    }
    if (edge.type == "curve") {
      ctx.moveTo(...edge.start);
      ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
    }
    if("filled" in edge && edge.filled)
      ctx.fill();
    else
      ctx.stroke();
  }
}

function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
  // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
  var path = new Path2D();
  var width = size[0];
  var height = size[1];
  var x = width * -0.5;
  var y = height * -0.5;
  var chamfOffset = Math.min(width, height) * chamfratio;
  path.moveTo(x, 0);
  if (chamfpos & 4) {
    path.lineTo(x, y + height - chamfOffset);
    path.lineTo(x + chamfOffset, y + height);
    path.lineTo(0, y + height);
  } else {
    path.arcTo(x, y + height, x + width, y + height, radius);
  }
  if (chamfpos & 8) {
    path.lineTo(x + width - chamfOffset, y + height);
    path.lineTo(x + width, y + height - chamfOffset);
    path.lineTo(x + width, 0);
  } else {
    path.arcTo(x + width, y + height, x + width, y, radius);
  }
  if (chamfpos & 2) {
    path.lineTo(x + width, y + chamfOffset);
    path.lineTo(x + width - chamfOffset, y);
    path.lineTo(0, y);
  } else {
    path.arcTo(x + width, y, x, y, radius);
  }
  if (chamfpos & 1) {
    path.lineTo(x + chamfOffset, y);
    path.lineTo(x, y + chamfOffset);
    path.lineTo(x, 0);
  } else {
    path.arcTo(x, y, x, y + height, radius);
  }
  path.closePath();
  return path;
}

function getOblongPath(size) {
  return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
}

function getPolygonsPath(shape) {
  if (shape.path2d) {
    return shape.path2d;
  }
  if ("svgpath" in shape) {
    shape.path2d = new Path2D(shape.svgpath);
  } else {
    var path = new Path2D();
    for (var polygon of shape.polygons) {
      path.moveTo(...polygon[0]);
      for (var i = 1; i < polygon.length; i++) {
        path.lineTo(...polygon[i]);
      }
      path.closePath();
    }
    shape.path2d = path;
  }
  return shape.path2d;
}

function drawPolygonShape(ctx, scalefactor, shape, color) {
  ctx.save();
  if (!("svgpath" in shape)) {
    ctx.translate(...shape.pos);
    ctx.rotate(deg2rad(-shape.angle));
  }
  if("filled" in shape && !shape.filled) {
    ctx.strokeStyle = color;
    ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
    ctx.lineCap = "round";
    ctx.lineJoin = "round";
    ctx.stroke(getPolygonsPath(shape));
  } else {
    ctx.fillStyle = color;
    ctx.fill(getPolygonsPath(shape));
  }
  ctx.restore();
}

function drawDrawing(ctx, scalefactor, drawing, color) {
  if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
    drawedge(ctx, scalefactor, drawing, color);
  } else if (drawing.type == "polygon") {
    drawPolygonShape(ctx, scalefactor, drawing, color);
  } else {
    drawText(ctx, drawing, color);
  }
}

function getCirclePath(radius) {
  var path = new Path2D();
  path.arc(0, 0, radius, 0, 2 * Math.PI);
  path.closePath();
  return path;
}

function getCachedPadPath(pad) {
  if (!pad.path2d) {
    // if path2d is not set, build one and cache it on pad object
    if (pad.shape == "rect") {
      pad.path2d = new Path2D();
      pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
    } else if (pad.shape == "oval") {
      pad.path2d = getOblongPath(pad.size);
    } else if (pad.shape == "circle") {
      pad.path2d = getCirclePath(pad.size[0] / 2);
    } else if (pad.shape == "roundrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
    } else if (pad.shape == "chamfrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
    } else if (pad.shape == "custom") {
      pad.path2d = getPolygonsPath(pad);
    }
  }
  return pad.path2d;
}

function drawPad(ctx, pad, color, outline) {
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(-deg2rad(pad.angle));
  if (pad.offset) {
    ctx.translate(...pad.offset);
  }
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  var path = getCachedPadPath(pad);
  if (outline) {
    ctx.stroke(path);
  } else {
    ctx.fill(path);
  }
  ctx.restore();
}

function drawPadHole(ctx, pad, padHoleColor) {
  if (pad.type != "th") return;
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(-deg2rad(pad.angle));
  ctx.fillStyle = padHoleColor;
  if (pad.drillshape == "oblong") {
    ctx.fill(getOblongPath(pad.drillsize));
  } else {
    ctx.fill(getCirclePath(pad.drillsize[0] / 2));
  }
  ctx.restore();
}

function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
  if (highlight) {
    // draw bounding box
    if (footprint.layer == layer) {
      ctx.save();
      ctx.globalAlpha = 0.2;
      ctx.translate(...footprint.bbox.pos);
      ctx.rotate(deg2rad(-footprint.bbox.angle));
      ctx.translate(...footprint.bbox.relpos);
      ctx.fillStyle = colors.pad;
      ctx.fillRect(0, 0, ...footprint.bbox.size);
      ctx.globalAlpha = 1;
      ctx.strokeStyle = colors.pad;
      ctx.lineWidth = 3 / scalefactor;
      ctx.strokeRect(0, 0, ...footprint.bbox.size);
      ctx.restore();
    }
  }
  // draw drawings
  for (var drawing of footprint.drawings) {
    if (drawing.layer == layer) {
      drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
    }
  }
  ctx.lineWidth = 3 / scalefactor;
  // draw pads
  if (settings.renderPads) {
    for (var pad of footprint.pads) {
      if (pad.layers.includes(layer)) {
        drawPad(ctx, pad, colors.pad, outline);
        if (pad.pin1 &&
          (settings.highlightpin1 == "all" ||
            settings.highlightpin1 == "selected" && highlight)) {
          drawPad(ctx, pad, colors.outline, true);
        }
      }
    }
    for (var pad of footprint.pads) {
      drawPadHole(ctx, pad, colors.padHole);
    }
  }
}

function drawEdgeCuts(canvas, scalefactor) {
  var ctx = canvas.getContext("2d");
  var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
  for (var edge of pcbdata.edges) {
    drawDrawing(ctx, scalefactor, edge, edgecolor);
  }
}

function drawFootprints(canvas, layer, scalefactor, highlight) {
  var ctx = canvas.getContext("2d");
  ctx.lineWidth = 3 / scalefactor;
  var style = getComputedStyle(topmostdiv);

  var colors = {
    pad: style.getPropertyValue('--pad-color'),
    padHole: style.getPropertyValue('--pad-hole-color'),
    outline: style.getPropertyValue('--pin1-outline-color'),
  }

  for (var i = 0; i < pcbdata.footprints.length; i++) {
    var mod = pcbdata.footprints[i];
    var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
    var h = highlightedFootprints.includes(i);
    var d = markedFootprints.has(i);
    if (highlight) {
      if(h && d) {
        colors.pad = style.getPropertyValue('--pad-color-highlight-both');
        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
      } else if (h) {
        colors.pad = style.getPropertyValue('--pad-color-highlight');
        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
      } else if (d) {
        colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
      }
    }
    if( h || d || !highlight) {
      drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
    }
  }
}

function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
  var ctx = canvas.getContext("2d");
  for (var d of pcbdata.drawings[layername][layer]) {
    if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
      drawedge(ctx, scalefactor, d, edgeColor);
    } else if (d.type == "polygon") {
      drawPolygonShape(ctx, scalefactor, d, polygonColor);
    } else {
      drawText(ctx, d, textColor);
    }
  }
}

function drawTracks(canvas, layer, defaultColor, highlight) {
  ctx = canvas.getContext("2d");
  ctx.lineCap = "round";

  var hasHole = (track) => (
    'drillsize' in track &&
    track.start[0] == track.end[0] &&
    track.start[1] == track.end[1]);

  // First draw tracks and tented vias
  for (var track of pcbdata.tracks[layer]) {
    if (highlight && highlightedNet != track.net) continue;
    if (!hasHole(track)) {
      ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
      ctx.lineWidth = track.width;
      ctx.beginPath();
      if ('radius' in track) {
        ctx.arc(
          ...track.center,
          track.radius,
          deg2rad(track.startangle),
          deg2rad(track.endangle));
      } else {
        ctx.moveTo(...track.start);
        ctx.lineTo(...track.end);
      }
      ctx.stroke();
    }
  }
  // Second pass to draw untented vias
  var style = getComputedStyle(topmostdiv);
  var holeColor = style.getPropertyValue('--pad-hole-color')

  for (var track of pcbdata.tracks[layer]) {
    if (highlight && highlightedNet != track.net) continue;
    if (hasHole(track)) {
      ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
      ctx.lineWidth = track.width;
      ctx.beginPath();
      ctx.moveTo(...track.start);
      ctx.lineTo(...track.end);
      ctx.stroke();
      ctx.strokeStyle = holeColor;
      ctx.lineWidth = track.drillsize;
      ctx.lineTo(...track.end);
      ctx.stroke();
    }
  }
}

function drawZones(canvas, layer, defaultColor, highlight) {
  ctx = canvas.getContext("2d");
  ctx.lineJoin = "round";
  for (var zone of pcbdata.zones[layer]) {
    if (highlight && highlightedNet != zone.net) continue;
    ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
    ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
    if (!zone.path2d) {
      zone.path2d = getPolygonsPath(zone);
    }
    ctx.fill(zone.path2d, zone.fillrule || "nonzero");
    if (zone.width > 0) {
      ctx.lineWidth = zone.width;
      ctx.stroke(zone.path2d);
    }
  }
}

function clearCanvas(canvas, color = null) {
  var ctx = canvas.getContext("2d");
  ctx.save();
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  if (color) {
    ctx.fillStyle = color;
    ctx.fillRect(0, 0, canvas.width, canvas.height);
  } else {
    if (!window.matchMedia("print").matches)
      ctx.clearRect(0, 0, canvas.width, canvas.height);
  }
  ctx.restore();
}

function drawNets(canvas, layer, highlight) {
  var style = getComputedStyle(topmostdiv);
  if (settings.renderZones) {
    var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
    drawZones(canvas, layer, zoneColor, highlight);
  }
  if (settings.renderTracks) {
    var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
    drawTracks(canvas, layer, trackColor, highlight);
  }
  if (highlight && settings.renderPads) {
    var padColor = style.getPropertyValue('--pad-color-highlight');
    var padHoleColor = style.getPropertyValue('--pad-hole-color');
    var ctx = canvas.getContext("2d");
    for (var footprint of pcbdata.footprints) {
      // draw pads
      var padDrawn = false;
      for (var pad of footprint.pads) {
        if (highlightedNet != pad.net) continue;
        if (pad.layers.includes(layer)) {
          drawPad(ctx, pad, padColor, false);
          padDrawn = true;
        }
      }
      if (padDrawn) {
        // redraw all pad holes because some pads may overlap
        for (var pad of footprint.pads) {
          drawPadHole(ctx, pad, padHoleColor);
        }
      }
    }
  }
}

function drawHighlightsOnLayer(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.highlight);
  }
  if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
    drawFootprints(canvasdict.highlight, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom, true);
  }
  if (highlightedNet !== null) {
    drawNets(canvasdict.highlight, canvasdict.layer, true);
  }
}

function drawHighlights() {
  drawHighlightsOnLayer(allcanvas.front);
  drawHighlightsOnLayer(allcanvas.back);
}

function drawBackground(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.bg);
    clearCanvas(canvasdict.fab);
    clearCanvas(canvasdict.silk);
  }

  drawNets(canvasdict.bg, canvasdict.layer, false);
  drawFootprints(canvasdict.bg, canvasdict.layer,
    canvasdict.transform.s * canvasdict.transform.zoom, false);

  drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);

  var style = getComputedStyle(topmostdiv);
  var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
  var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
  var textColor = style.getPropertyValue('--silkscreen-text-color');
  if (settings.renderSilkscreen) {
    drawBgLayer(
      "silkscreen", canvasdict.silk, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
  edgeColor = style.getPropertyValue('--fabrication-edge-color');
  polygonColor = style.getPropertyValue('--fabrication-polygon-color');
  textColor = style.getPropertyValue('--fabrication-text-color');
  if (settings.renderFabrication) {
    drawBgLayer(
      "fabrication", canvasdict.fab, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
}

function prepareCanvas(canvas, flip, transform) {
  var ctx = canvas.getContext("2d");
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  ctx.scale(transform.zoom, transform.zoom);
  ctx.translate(transform.panx, transform.pany);
  if (flip) {
    ctx.scale(-1, 1);
  }
  ctx.translate(transform.x, transform.y);
  ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
  ctx.scale(transform.s, transform.s);
}

function prepareLayer(canvasdict) {
  var flip = (canvasdict.layer === "B");
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    prepareCanvas(canvasdict[c], flip, canvasdict.transform);
  }
}

function rotateVector(v, angle) {
  angle = deg2rad(angle);
  return [
    v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
    v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
  ];
}

function applyRotation(bbox, flip) {
  var corners = [
    [bbox.minx, bbox.miny],
    [bbox.minx, bbox.maxy],
    [bbox.maxx, bbox.miny],
    [bbox.maxx, bbox.maxy],
  ];
  corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
  return {
    minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
    miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
    maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
    maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
  }
}

function recalcLayerScale(layerdict, width, height) {
  var flip = (layerdict.layer === "B");
  var bbox = applyRotation(pcbdata.edges_bbox, flip);
  var scalefactor = 0.98 * Math.min(
    width / (bbox.maxx - bbox.minx),
    height / (bbox.maxy - bbox.miny)
  );
  if (scalefactor < 0.1) {
    scalefactor = 1;
  }
  layerdict.transform.s = scalefactor;
  if (flip) {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
  } else {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
  }
  layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    canvas = layerdict[c];
    canvas.width = width;
    canvas.height = height;
    canvas.style.width = (width / devicePixelRatio) + "px";
    canvas.style.height = (height / devicePixelRatio) + "px";
  }
}

function redrawCanvas(layerdict) {
  prepareLayer(layerdict);
  drawBackground(layerdict);
  drawHighlightsOnLayer(layerdict);
}

function resizeCanvas(layerdict) {
  var canvasdivid = {
    "F": "frontcanvas",
    "B": "backcanvas"
  } [layerdict.layer];
  var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
  var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
  recalcLayerScale(layerdict, width, height);
  redrawCanvas(layerdict);
}

function resizeAll() {
  resizeCanvas(allcanvas.front);
  resizeCanvas(allcanvas.back);
}

function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
  var A = x - x1;
  var B = y - y1;
  var C = x2 - x1;
  var D = y2 - y1;

  var dot = A * C + B * D;
  var len_sq = C * C + D * D;
  var dx, dy;
  if (len_sq == 0) {
    // start and end of the segment coincide
    dx = x - x1;
    dy = y - y1;
  } else {
    var param = dot / len_sq;
    var xx, yy;
    if (param < 0) {
      xx = x1;
      yy = y1;
    } else if (param > 1) {
      xx = x2;
      yy = y2;
    } else {
      xx = x1 + param * C;
      yy = y1 + param * D;
    }
    dx = x - xx;
    dy = y - yy;
  }
  return dx * dx + dy * dy <= d * d;
}

function modulo(n, mod) {
  return ((n % mod) + mod) % mod;
}

function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
  var dx = x - xc;
  var dy = y - yc;
  var r_sq = dx * dx + dy * dy;
  var rmin = Math.max(0, radius - d);
  var rmax = radius + d;

  if (r_sq < rmin * rmin || r_sq > rmax * rmax)
    return false;

  var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
  var dx1 = xc + radius * Math.cos(angle1) - x;
  var dy1 = yc + radius * Math.sin(angle1) - y;
  if (dx1 * dx1 + dy1 * dy1 <= d * d)
    return true;

  var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
  var dx2 = xc + radius * Math.cos(angle2) - x;
  var dy2 = yc + radius * Math.sin(angle2) - y;
  if (dx2 * dx2 + dy2 * dy2 <= d * d)
    return true;

  var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
  if (angle1 > angle2)
    return (angle >= angle2 || angle <= angle1);
  else
    return (angle >= angle1 && angle <= angle2);
}

function pointWithinPad(x, y, pad) {
  var v = [x - pad.pos[0], y - pad.pos[1]];
  v = rotateVector(v, pad.angle);
  if (pad.offset) {
    v[0] -= pad.offset[0];
    v[1] -= pad.offset[1];
  }
  return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
}

function netHitScan(layer, x, y) {
  // Check track segments
  if (settings.renderTracks && pcbdata.tracks) {
    for (var track of pcbdata.tracks[layer]) {
      if ('radius' in track) {
        if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
          return track.net;
        }
      } else {
        if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
          return track.net;
        }
      }
    }
  }
  // Check pads
  if (settings.renderPads) {
    for (var footprint of pcbdata.footprints) {
      for (var pad of footprint.pads) {
        if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
          return pad.net;
        }
      }
    }
  }
  return null;
}

function pointWithinFootprintBbox(x, y, bbox) {
  var v = [x - bbox.pos[0], y - bbox.pos[1]];
  v = rotateVector(v, bbox.angle);
  return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
    bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
}

function bboxHitScan(layer, x, y) {
  var result = [];
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    var footprint = pcbdata.footprints[i];
    if (footprint.layer == layer) {
      if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
        result.push(i);
      }
    }
  }
  return result;
}

function handlePointerDown(e, layerdict) {
  if (e.button != 0 && e.button != 1) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();

  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  layerdict.pointerStates[e.pointerId] = {
    distanceTravelled: 0,
    lastX: e.offsetX,
    lastY: e.offsetY,
    downTime: Date.now(),
  };
}

function handleMouseClick(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  var x = e.offsetX;
  var y = e.offsetY;
  var t = layerdict.transform;
  var flip = layerdict.layer === "B";
  if (flip) {
    x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
  } else {
    x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
  }
  y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
  var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0));
  if ("nets" in pcbdata) {
    var net = netHitScan(layerdict.layer, ...v);
    if (net !== highlightedNet) {
      netClicked(net);
    }
  }
  if (highlightedNet === null) {
    var footprints = bboxHitScan(layerdict.layer, ...v);
    if (footprints.length > 0) {
      footprintsClicked(footprints);
    }
  }
}

function handlePointerLeave(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();

  if (!settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }

  delete layerdict.pointerStates[e.pointerId];
}

function resetTransform(layerdict) {
  layerdict.transform.panx = 0;
  layerdict.transform.pany = 0;
  layerdict.transform.zoom = 1;
  redrawCanvas(layerdict);
}

function handlePointerUp(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  e.preventDefault();
  e.stopPropagation();

  if (e.button == 2) {
    // Reset pan and zoom on right click.
    resetTransform(layerdict);
    layerdict.anotherPointerTapped = false;
    return;
  }

  // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
  var ptr = layerdict.pointerStates[e.pointerId];
  ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);

  if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
    if (Object.keys(layerdict.pointerStates).length == 1) {
      if (layerdict.anotherPointerTapped) {
        // This is the second pointer coming off of a two-finger tap
        resetTransform(layerdict);
      } else {
        // This is just a regular tap
        handleMouseClick(e, layerdict);
      }
      layerdict.anotherPointerTapped = false;
    } else {
      // This is the first finger coming off of what could become a two-finger tap
      layerdict.anotherPointerTapped = true;
    }
  } else {
    if (!settings.redrawOnDrag) {
      redrawCanvas(layerdict);
    }
    layerdict.anotherPointerTapped = false;
  }

  delete layerdict.pointerStates[e.pointerId];
}

function handlePointerMove(e, layerdict) {
  if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();

  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  var thisPtr = layerdict.pointerStates[e.pointerId];

  var dx = e.offsetX - thisPtr.lastX;
  var dy = e.offsetY - thisPtr.lastY;

  // If this number is low on pointer up, we count the action as a click
  thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);

  if (Object.keys(layerdict.pointerStates).length == 1) {
    // This is a simple drag
    layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
    layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
  } else if (Object.keys(layerdict.pointerStates).length == 2) {
    var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];

    var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
    var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));

    var scaleFactor = newDist / oldDist;

    if (scaleFactor != NaN) {
      layerdict.transform.zoom *= scaleFactor;

      var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
      layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
      layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
    }
  }

  thisPtr.lastX = e.offsetX;
  thisPtr.lastY = e.offsetY;

  if (settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }
}

function handleMouseWheel(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();
  var t = layerdict.transform;
  var wheeldelta = e.deltaY;
  if (e.deltaMode == 1) {
    // FF only, scroll by lines
    wheeldelta *= 30;
  } else if (e.deltaMode == 2) {
    wheeldelta *= 300;
  }
  var m = Math.pow(1.1, -wheeldelta / 40);
  // Limit amount of zoom per tick.
  if (m > 2) {
    m = 2;
  } else if (m < 0.5) {
    m = 0.5;
  }
  t.zoom *= m;
  var zoomd = (1 - m) / t.zoom;
  t.panx += devicePixelRatio * e.offsetX * zoomd;
  t.pany += devicePixelRatio * e.offsetY * zoomd;
  redrawCanvas(layerdict);
}

function addMouseHandlers(div, layerdict) {
  div.addEventListener("pointerdown", function(e) {
    handlePointerDown(e, layerdict);
  });
  div.addEventListener("pointermove", function(e) {
    handlePointerMove(e, layerdict);
  });
  div.addEventListener("pointerup", function(e) {
    handlePointerUp(e, layerdict);
  });
  var pointerleave = function(e) {
    handlePointerLeave(e, layerdict);
  }
  div.addEventListener("pointercancel", pointerleave);
  div.addEventListener("pointerleave", pointerleave);
  div.addEventListener("pointerout", pointerleave);

  div.onwheel = function(e) {
    handleMouseWheel(e, layerdict);
  }
  for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
    element.addEventListener("contextmenu", function(e) {
      e.preventDefault();
    }, false);
  }
}

function setRedrawOnDrag(value) {
  settings.redrawOnDrag = value;
  writeStorage("redrawOnDrag", value);
}

function setBoardRotation(value) {
  settings.boardRotation = value * 5;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  resizeAll();
}

function setOffsetBackRotation(value) {
  settings.offsetBackRotation = value;
  writeStorage("offsetBackRotation", value);
  resizeAll();
}

function initRender() {
  allcanvas = {
    front: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("F_bg"),
      fab: document.getElementById("F_fab"),
      silk: document.getElementById("F_slk"),
      highlight: document.getElementById("F_hl"),
      layer: "F",
    },
    back: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("B_bg"),
      fab: document.getElementById("B_fab"),
      silk: document.getElementById("B_slk"),
      highlight: document.getElementById("B_hl"),
      layer: "B",
    }
  };
  addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
  addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
}

///////////////////////////////////////////////

///////////////////////////////////////////////
/*
 * Table reordering via Drag'n'Drop
 * Inspired by: https://htmldom.dev/drag-and-drop-table-column
 */

function setBomHandlers() {

  const bom = document.getElementById('bomtable');

  let dragName;
  let placeHolderElements;
  let draggingElement;
  let forcePopulation;
  let xOffset;
  let yOffset;
  let wasDragged;

  const mouseUpHandler = function(e) {
    // Delete dragging element
    draggingElement.remove();

    // Make BOM selectable again
    bom.style.removeProperty("userSelect");

    // Remove listeners
    document.removeEventListener('mousemove', mouseMoveHandler);
    document.removeEventListener('mouseup', mouseUpHandler);

    if (wasDragged) {
      // Redraw whole BOM
      populateBomTable();
    }
  }

  const mouseMoveHandler = function(e) {
    // Notice the dragging
    wasDragged = true;

    // Make the dragged element visible
    draggingElement.style.removeProperty("display");

    // Set elements position to mouse position
    draggingElement.style.left = `${e.screenX - xOffset}px`;
    draggingElement.style.top = `${e.screenY - yOffset}px`;

    // Forced redrawing of BOM table
    if (forcePopulation) {
      forcePopulation = false;
      // Copy array
      phe = Array.from(placeHolderElements);
      // populate BOM table again
      populateBomHeader(dragName, phe);
      populateBomBody(dragName, phe);
    }

    // Set up array of hidden columns
    var hiddenColumns = Array.from(settings.hiddenColumns);
    // In the ungrouped mode, quantity don't exist
    if (settings.bommode === "ungrouped")
      hiddenColumns.push("Quantity");
    // If no checkbox fields can be found, we consider them hidden
    if (settings.checkboxes.length == 0)
      hiddenColumns.push("checkboxes");

    // Get table headers and group them into checkboxes, extrafields and normal headers
    const bh = document.getElementById("bomhead");
    headers = Array.from(bh.querySelectorAll("th"))
    headers.shift() // numCol is not part of the columnOrder
    headerGroups = []
    lastCompoundClass = null;
    for (i = 0; i < settings.columnOrder.length; i++) {
      cElem = settings.columnOrder[i];
      if (hiddenColumns.includes(cElem)) {
        // Hidden columns appear as a dummy element
        headerGroups.push([]);
        continue;
      }
      elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
      if (elem.classList.contains("bom-checkbox")) {
        if (lastCompoundClass === "bom-checkbox") {
          cbGroup = headerGroups.pop();
          cbGroup.push(elem);
          headerGroups.push(cbGroup);
        } else {
          lastCompoundClass = "bom-checkbox";
          headerGroups.push([elem])
        }
      } else {
        headerGroups.push([elem])
      }
    }

    // Copy settings.columnOrder
    var columns = Array.from(settings.columnOrder)

    // Set up array with indices of hidden columns
    var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
    var dragIndex = columns.indexOf(dragName);
    var swapIndex = dragIndex;
    var swapDone = false;

    // Check if the current dragged element is swapable with the left or right element
    if (dragIndex > 0) {
      // Get left headers boundingbox
      swapIndex = dragIndex - 1;
      while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
        swapIndex--;
      if (!hiddenIndices.includes(swapIndex)) {
        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
        if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
          swapElement = columns[dragIndex];
          columns.splice(dragIndex, 1);
          columns.splice(swapIndex, 0, swapElement);
          forcePopulation = true;
          swapDone = true;
        }
      }
    }
    if ((!swapDone) && dragIndex < headerGroups.length - 1) {
      // Get right headers boundingbox
      swapIndex = dragIndex + 1;
      while (hiddenIndices.includes(swapIndex))
        swapIndex++;
      if (swapIndex < headerGroups.length) {
        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
        if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
          swapElement = columns[dragIndex];
          columns.splice(dragIndex, 1);
          columns.splice(swapIndex, 0, swapElement);
          forcePopulation = true;
          swapDone = true;
        }
      }
    }

    // Write back change to storage
    if (swapDone) {
      settings.columnOrder = columns
      writeStorage("columnOrder", JSON.stringify(columns));
    }

  }

  const mouseDownHandler = function(e) {
    var target = e.target;
    if (target.tagName.toLowerCase() != "td")
      target = target.parentElement;

    // Used to check if a dragging has ever happened
    wasDragged = false;

    // Create new element which will be displayed as the dragged column
    draggingElement = document.createElement("div")
    draggingElement.classList.add("dragging");
    draggingElement.style.display = "none";
    draggingElement.style.position = "absolute";
    draggingElement.style.overflow = "hidden";

    // Get bomhead and bombody elements
    const bh = document.getElementById("bomhead");
    const bb = document.getElementById("bombody");

    // Get all compound headers for the current column
    var compoundHeaders;
    if (target.classList.contains("bom-checkbox")) {
      compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
    } else {
      compoundHeaders = [target];
    }

    // Create new table which will display the column
    var newTable = document.createElement("table");
    newTable.classList.add("bom");
    newTable.style.background = "white";
    draggingElement.append(newTable);

    // Create new header element
    var newHeader = document.createElement("thead");
    newTable.append(newHeader);

    // Set up array for storing all placeholder elements
    placeHolderElements = [];

    // Add all compound headers to the new thead element and placeholders
    compoundHeaders.forEach(function(h) {
      clone = cloneElementWithDimensions(h);
      newHeader.append(clone);
      placeHolderElements.push(clone);
    });

    // Create new body element
    var newBody = document.createElement("tbody");
    newTable.append(newBody);

    // Get indices for compound headers
    var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));

    // For each row in the BOM body...
    var rows = bb.querySelectorAll("tr");
    rows.forEach(function(row) {
      // ..get the cells for the compound column
      const tds = row.querySelectorAll("td");
      var copytds = idxs.map(i => tds[i]);
      // Add them to the new element and the placeholders
      var newRow = document.createElement("tr");
      copytds.forEach(function(td) {
        clone = cloneElementWithDimensions(td);
        newRow.append(clone);
        placeHolderElements.push(clone);
      });
      newBody.append(newRow);
    });

    // Compute width for compound header
    var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
    draggingElement.style.width = `${width}px`;

    // Insert the new dragging element and disable selection on BOM
    bom.insertBefore(draggingElement, null);
    bom.style.userSelect = "none";

    // Determine the mouse position offset
    xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
    yOffset = e.screenY - compoundHeaders[0].offsetTop;

    // Get name for the column in settings.columnOrder
    dragName = getColumnOrderName(target);

    // Change text and class for placeholder elements
    placeHolderElements = placeHolderElements.map(function(e) {
      newElem = cloneElementWithDimensions(e);
      newElem.textContent = "";
      newElem.classList.add("placeholder");
      return newElem;
    });

    // On next mouse move, the whole BOM needs to be redrawn to show the placeholders
    forcePopulation = true;

    // Add listeners for move and up on mouse
    document.addEventListener('mousemove', mouseMoveHandler);
    document.addEventListener('mouseup', mouseUpHandler);
  }

  // In netlist mode, there is nothing to reorder
  if (settings.bommode === "netlist")
    return;

  // Add mouseDownHandler to every column except the numCol
  bom.querySelectorAll("th")
    .forEach(function(head) {
      if (!head.classList.contains("numCol")) {
        head.onmousedown = mouseDownHandler;
      }
    });

}

function getBoundingClientRectFromMultiple(elements) {
  var elems = Array.from(elements);

  if (elems.length == 0)
    return null;

  var box = elems.shift()
    .getBoundingClientRect();

  elems.forEach(function(elem) {
    var elembox = elem.getBoundingClientRect();
    box.left = Math.min(elembox.left, box.left);
    box.top = Math.min(elembox.top, box.top);
    box.width += elembox.width;
    box.height = Math.max(elembox.height, box.height);
  });

  return box;
}

function cloneElementWithDimensions(elem) {
  var newElem = elem.cloneNode(true);
  newElem.style.height = window.getComputedStyle(elem).height;
  newElem.style.width = window.getComputedStyle(elem).width;
  return newElem;
}

function getBomTableHeaderIndex(elem) {
  const bh = document.getElementById('bomhead');
  const ths = Array.from(bh.querySelectorAll("th"));
  return ths.indexOf(elem);
}

function getColumnOrderName(elem) {
  var cname = elem.getAttribute("col_name");
  if (cname === "bom-checkbox")
    return "checkboxes";
  else
    return cname;
}

function resizableGrid(tablehead) {
  var cols = tablehead.firstElementChild.children;
  var rowWidth = tablehead.offsetWidth;

  for (var i = 1; i < cols.length; i++) {
    if (cols[i].classList.contains("bom-checkbox"))
      continue;
    cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
  }

  for (var i = 1; i < cols.length - 1; i++) {
    var div = document.createElement('div');
    div.className = "column-width-handle";
    cols[i].appendChild(div);
    setListeners(div);
  }

  function setListeners(div) {
    var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;

    div.addEventListener('mousedown', function(e) {
      e.preventDefault();
      e.stopPropagation();

      curCol = e.target.parentElement;
      nxtCol = curCol.nextElementSibling;
      startX = e.pageX;

      var padding = paddingDiff(curCol);

      rowWidth = curCol.parentElement.offsetWidth;
      curColWidth = curCol.clientWidth - padding;
      nxtColWidth = nxtCol.clientWidth - padding;
    });

    document.addEventListener('mousemove', function(e) {
      if (startX) {
        var diffX = e.pageX - startX;
        diffX = -Math.min(-diffX, curColWidth - 20);
        diffX = Math.min(diffX, nxtColWidth - 20);

        curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
        nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
        console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
      }
    });

    document.addEventListener('mouseup', function(e) {
      curCol = undefined;
      nxtCol = undefined;
      startX = undefined;
      nxtColWidth = undefined;
      curColWidth = undefined
    });
  }

  function paddingDiff(col) {

    if (getStyleVal(col, 'box-sizing') == 'border-box') {
      return 0;
    }

    var padLeft = getStyleVal(col, 'padding-left');
    var padRight = getStyleVal(col, 'padding-right');
    return (parseInt(padLeft) + parseInt(padRight));

  }

  function getStyleVal(elm, css) {
    return (window.getComputedStyle(elm, null).getPropertyValue(css))
  }
}

///////////////////////////////////////////////

///////////////////////////////////////////////
/* DOM manipulation and misc code */

var bomsplit;
var canvassplit;
var initDone = false;
var bomSortFunction = null;
var currentSortColumn = null;
var currentSortOrder = null;
var currentHighlightedRowId;
var highlightHandlers = [];
var footprintIndexToHandler = {};
var netsToHandler = {};
var markedFootprints = new Set();
var highlightedFootprints = [];
var highlightedNet = null;
var lastClicked;

function dbg(html) {
  dbgdiv.innerHTML = html;
}

function redrawIfInitDone() {
  if (initDone) {
    redrawCanvas(allcanvas.front);
    redrawCanvas(allcanvas.back);
  }
}

function padsVisible(value) {
  writeStorage("padsVisible", value);
  settings.renderPads = value;
  redrawIfInitDone();
}

function referencesVisible(value) {
  writeStorage("referencesVisible", value);
  settings.renderReferences = value;
  redrawIfInitDone();
}

function valuesVisible(value) {
  writeStorage("valuesVisible", value);
  settings.renderValues = value;
  redrawIfInitDone();
}

function tracksVisible(value) {
  writeStorage("tracksVisible", value);
  settings.renderTracks = value;
  redrawIfInitDone();
}

function zonesVisible(value) {
  writeStorage("zonesVisible", value);
  settings.renderZones = value;
  redrawIfInitDone();
}

function dnpOutline(value) {
  writeStorage("dnpOutline", value);
  settings.renderDnpOutline = value;
  redrawIfInitDone();
}

function setDarkMode(value) {
  if (value) {
    topmostdiv.classList.add("dark");
  } else {
    topmostdiv.classList.remove("dark");
  }
  writeStorage("darkmode", value);
  settings.darkMode = value;
  redrawIfInitDone();
  if (initDone) {
    populateBomTable();
  }
}

function setShowBOMColumn(field, value) {
  if (field === "references") {
    var rl = document.getElementById("reflookup");
    rl.disabled = !value;
    if (!value) {
      rl.value = "";
      updateRefLookup("");
    }
  }

  var n = settings.hiddenColumns.indexOf(field);
  if (value) {
    if (n != -1) {
      settings.hiddenColumns.splice(n, 1);
    }
  } else {
    if (n == -1) {
      settings.hiddenColumns.push(field);
    }
  }

  writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));

  if (initDone) {
    populateBomTable();
  }

  redrawIfInitDone();
}


function setFullscreen(value) {
  if (value) {
    document.documentElement.requestFullscreen();
  } else {
    document.exitFullscreen();
  }
}

function fabricationVisible(value) {
  writeStorage("fabricationVisible", value);
  settings.renderFabrication = value;
  redrawIfInitDone();
}

function silkscreenVisible(value) {
  writeStorage("silkscreenVisible", value);
  settings.renderSilkscreen = value;
  redrawIfInitDone();
}

function setHighlightPin1(value) {
  writeStorage("highlightpin1", value);
  settings.highlightpin1 = value;
  redrawIfInitDone();
}

function getStoredCheckboxRefs(checkbox) {
  function convert(ref) {
    var intref = parseInt(ref);
    if (isNaN(intref)) {
      for (var i = 0; i < pcbdata.footprints.length; i++) {
        if (pcbdata.footprints[i].ref == ref) {
          return i;
        }
      }
      return -1;
    } else {
      return intref;
    }
  }
  if (!(checkbox in settings.checkboxStoredRefs)) {
    var val = readStorage("checkbox_" + checkbox);
    settings.checkboxStoredRefs[checkbox] = val ? val : "";
  }
  if (!settings.checkboxStoredRefs[checkbox]) {
    return new Set();
  } else {
    return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
  }
}

function getCheckboxState(checkbox, references) {
  var storedRefsSet = getStoredCheckboxRefs(checkbox);
  var currentRefsSet = new Set(references.map(r => r[1]));
  // Get difference of current - stored
  var difference = new Set(currentRefsSet);
  for (ref of storedRefsSet) {
    difference.delete(ref);
  }
  if (difference.size == 0) {
    // All the current refs are stored
    return "checked";
  } else if (difference.size == currentRefsSet.size) {
    // None of the current refs are stored
    return "unchecked";
  } else {
    // Some of the refs are stored
    return "indeterminate";
  }
}

function setBomCheckboxState(checkbox, element, references) {
  var state = getCheckboxState(checkbox, references);
  element.checked = (state == "checked");
  element.indeterminate = (state == "indeterminate");
}

function createCheckboxChangeHandler(checkbox, references, row) {
  return function () {
    refsSet = getStoredCheckboxRefs(checkbox);
    var markWhenChecked = settings.markWhenChecked == checkbox;
    eventArgs = {
      checkbox: checkbox,
      refs: references,
    }
    if (this.checked) {
      // checkbox ticked
      for (var ref of references) {
        refsSet.add(ref[1]);
      }
      if (markWhenChecked) {
        row.classList.add("checked");
        for (var ref of references) {
          markedFootprints.add(ref[1]);
        }
        drawHighlights();
      }
      eventArgs.state = 'checked';
    } else {
      // checkbox unticked
      for (var ref of references) {
        refsSet.delete(ref[1]);
      }
      if (markWhenChecked) {
        row.classList.remove("checked");
        for (var ref of references) {
          markedFootprints.delete(ref[1]);
        }
        drawHighlights();
      }
      eventArgs.state = 'unchecked';
    }
    settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
    updateCheckboxStats(checkbox);
    EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
  }
}

function clearHighlightedFootprints() {
  if (currentHighlightedRowId) {
    document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    currentHighlightedRowId = null;
    highlightedFootprints = [];
    highlightedNet = null;
  }
}

function createRowHighlightHandler(rowid, refs, net) {
  return function () {
    if (currentHighlightedRowId) {
      if (currentHighlightedRowId == rowid) {
        return;
      }
      document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    }
    document.getElementById(rowid).classList.add("highlighted");
    currentHighlightedRowId = rowid;
    highlightedFootprints = refs ? refs.map(r => r[1]) : [];
    highlightedNet = net;
    drawHighlights();
    EventHandler.emitEvent(
      IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
      rowid: rowid,
      refs: refs,
      net: net
    });
  }
}

function updateNetColors() {
  writeStorage("netColors", JSON.stringify(settings.netColors));
  redrawIfInitDone();
}

function netColorChangeHandler(net) {
  return (event) => {
    settings.netColors[net] = event.target.value;
    updateNetColors();
  }
}

function netColorRightClick(net) {
  return (event) => {
    if (event.button == 2) {
      event.preventDefault();
      event.stopPropagation();

      var style = getComputedStyle(topmostdiv);
      var defaultNetColor = style.getPropertyValue('--track-color').trim();
      event.target.value = defaultNetColor;
      delete settings.netColors[net];
      updateNetColors();
    }
  }
}

function entryMatches(entry) {
  if (settings.bommode == "netlist") {
    // entry is just a net name
    return entry.toLowerCase().indexOf(filter) >= 0;
  }
  // check refs
  if (!settings.hiddenColumns.includes("references")) {
    for (var ref of entry) {
      if (ref[0].toLowerCase().indexOf(filter) >= 0) {
        return true;
      }
    }
  }
  // check fields
  for (var i in config.fields) {
    var f = config.fields[i];
    if (!settings.hiddenColumns.includes(f)) {
      for (var ref of entry) {
        if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) {
          return true;
        }
      }
    }
  }
  return false;
}

function findRefInEntry(entry) {
  return entry.filter(r => r[0].toLowerCase() == reflookup);
}

function highlightFilter(s) {
  if (!filter) {
    return s;
  }
  var parts = s.toLowerCase().split(filter);
  if (parts.length == 1) {
    return s;
  }
  var r = "";
  var pos = 0;
  for (var i in parts) {
    if (i > 0) {
      r += '<mark class="highlight">' +
        s.substring(pos, pos + filter.length) +
        '</mark>';
      pos += filter.length;
    }
    r += s.substring(pos, pos + parts[i].length);
    pos += parts[i].length;
  }
  return r;
}

function checkboxSetUnsetAllHandler(checkboxname) {
  return function () {
    var checkboxnum = 0;
    while (checkboxnum < settings.checkboxes.length &&
      settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
      checkboxnum++;
    }
    if (checkboxnum >= settings.checkboxes.length) {
      return;
    }
    var allset = true;
    var checkbox;
    var row;
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      if (!checkbox.checked || checkbox.indeterminate) {
        allset = false;
        break;
      }
    }
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      checkbox.checked = !allset;
      checkbox.indeterminate = false;
      checkbox.onchange();
    }
  }
}

function createColumnHeader(name, cls, comparator, is_checkbox = false) {
  var th = document.createElement("TH");
  th.innerHTML = name;
  th.classList.add(cls);
  if (is_checkbox)
    th.setAttribute("col_name", "bom-checkbox");
  else
    th.setAttribute("col_name", name);
  var span = document.createElement("SPAN");
  span.classList.add("sortmark");
  span.classList.add("none");
  th.appendChild(span);
  var spacer = document.createElement("div");
  spacer.className = "column-spacer";
  th.appendChild(spacer);
  spacer.onclick = function () {
    if (currentSortColumn && th !== currentSortColumn) {
      // Currently sorted by another column
      currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
      currentSortColumn.childNodes[1].classList.add("none");
      currentSortColumn = null;
      currentSortOrder = null;
    }
    if (currentSortColumn && th === currentSortColumn) {
      // Already sorted by this column
      if (currentSortOrder == "asc") {
        // Sort by this column, descending order
        bomSortFunction = function (a, b) {
          return -comparator(a, b);
        }
        currentSortColumn.childNodes[1].classList.remove("asc");
        currentSortColumn.childNodes[1].classList.add("desc");
        currentSortOrder = "desc";
      } else {
        // Unsort
        bomSortFunction = null;
        currentSortColumn.childNodes[1].classList.remove("desc");
        currentSortColumn.childNodes[1].classList.add("none");
        currentSortColumn = null;
        currentSortOrder = null;
      }
    } else {
      // Sort by this column, ascending order
      bomSortFunction = comparator;
      currentSortColumn = th;
      currentSortColumn.childNodes[1].classList.remove("none");
      currentSortColumn.childNodes[1].classList.add("asc");
      currentSortOrder = "asc";
    }
    populateBomBody();
  }
  if (is_checkbox) {
    spacer.onclick = fancyDblClickHandler(
      spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
  }
  return th;
}

function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
  while (bomhead.firstChild) {
    bomhead.removeChild(bomhead.firstChild);
  }
  var tr = document.createElement("TR");
  var th = document.createElement("TH");
  th.classList.add("numCol");

  var vismenu = document.createElement("div");
  vismenu.id = "vismenu";
  vismenu.classList.add("menu");

  var visbutton = document.createElement("div");
  visbutton.classList.add("visbtn");
  visbutton.classList.add("hideonprint");

  var viscontent = document.createElement("div");
  viscontent.classList.add("menu-content");
  viscontent.id = "vismenu-content";

  settings.columnOrder.forEach(column => {
    if (typeof column !== "string")
      return;

    // Skip empty columns
    if (column === "checkboxes" && settings.checkboxes.length == 0)
      return;
    else if (column === "Quantity" && settings.bommode == "ungrouped")
      return;

    var label = document.createElement("label");
    label.classList.add("menu-label");

    var input = document.createElement("input");
    input.classList.add("visibility_checkbox");
    input.type = "checkbox";
    input.onchange = function (e) {
      setShowBOMColumn(column, e.target.checked)
    };
    input.checked = !(settings.hiddenColumns.includes(column));

    label.appendChild(input);
    if (column.length > 0)
      label.append(column[0].toUpperCase() + column.slice(1));

    viscontent.appendChild(label);
  });

  viscontent.childNodes[0].classList.add("menu-label-top");

  vismenu.appendChild(visbutton);
  if (settings.bommode != "netlist") {
    vismenu.appendChild(viscontent);
    th.appendChild(vismenu);
  }
  tr.appendChild(th);

  var checkboxCompareClosure = function (checkbox) {
    return (a, b) => {
      var stateA = getCheckboxState(checkbox, a);
      var stateB = getCheckboxState(checkbox, b);
      if (stateA > stateB) return -1;
      if (stateA < stateB) return 1;
      return 0;
    }
  }
  var stringFieldCompareClosure = function (fieldIndex) {
    return (a, b) => {
      var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
      var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
      if (fa != fb) return fa > fb ? 1 : -1;
      else return 0;
    }
  }
  var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
  var compareRefs = (a, b) => {
    var ra = referenceRegex.exec(a);
    var rb = referenceRegex.exec(b);
    if (ra === null || rb === null) {
      if (a != b) return a > b ? 1 : -1;
      return 0;
    } else {
      if (ra.groups.prefix != rb.groups.prefix) {
        return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
      }
      if (ra.groups.number != rb.groups.number) {
        return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
      }
      return 0;
    }
  }
  if (settings.bommode == "netlist") {
    tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => {
      if (a > b) return -1;
      if (a < b) return 1;
      return 0;
    }));
    tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => {
      return 0;
    }));
  } else {
    // Filter hidden columns
    var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
    var valueIndex = config.fields.indexOf("Value");
    var footprintIndex = config.fields.indexOf("Footprint");
    columns.forEach((column) => {
      if (column === placeHolderColumn) {
        var n = 1;
        if (column === "checkboxes")
          n = settings.checkboxes.length;
        for (i = 0; i < n; i++) {
          td = placeHolderElements.shift();
          tr.appendChild(td);
        }
        return;
      } else if (column === "checkboxes") {
        for (var checkbox of settings.checkboxes) {
          th = createColumnHeader(
            checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
          tr.appendChild(th);
        }
      } else if (column === "References") {
        tr.appendChild(createColumnHeader("References", "references", (a, b) => {
          var i = 0;
          while (i < a.length && i < b.length) {
            if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
            i++;
          }
          return a.length - b.length;
        }));
      } else if (column === "Value") {
        tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
          var ra = a[0][1], rb = b[0][1];
          return valueCompare(
            pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
            pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
        }));
        return;
      } else if (column === "Footprint") {
        tr.appendChild(createColumnHeader(
          "Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
      } else if (column === "Quantity" && settings.bommode == "grouped") {
        tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
          return a.length - b.length;
        }));
      } else {
        // Other fields
        var i = config.fields.indexOf(column);
        if (i < 0)
          return;
        tr.appendChild(createColumnHeader(
          column, `field${i + 1}`, stringFieldCompareClosure(i)));
      }
    });
  }
  bomhead.appendChild(tr);
}

function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
  const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
  while (bom.firstChild) {
    bom.removeChild(bom.firstChild);
  }
  highlightHandlers = [];
  footprintIndexToHandler = {};
  netsToHandler = {};
  currentHighlightedRowId = null;
  var first = true;
  var style = getComputedStyle(topmostdiv);
  var defaultNetColor = style.getPropertyValue('--track-color').trim();
  if (settings.bommode == "netlist") {
    bomtable = pcbdata.nets.slice();
  } else {
    switch (settings.canvaslayout) {
      case 'F':
        bomtable = pcbdata.bom.F.slice();
        break;
      case 'FB':
        bomtable = pcbdata.bom.both.slice();
        break;
      case 'B':
        bomtable = pcbdata.bom.B.slice();
        break;
    }
    if (settings.bommode == "ungrouped") {
      // expand bom table
      expandedTable = []
      for (var bomentry of bomtable) {
        for (var ref of bomentry) {
          expandedTable.push([ref]);
        }
      }
      bomtable = expandedTable;
    }
  }
  if (bomSortFunction) {
    bomtable = bomtable.sort(bomSortFunction);
  }
  for (var i in bomtable) {
    var bomentry = bomtable[i];
    if (filter && !entryMatches(bomentry)) {
      continue;
    }
    var references = null;
    var netname = null;
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    var rownum = +i + 1;
    tr.id = "bomrow" + rownum;
    td.textContent = rownum;
    tr.appendChild(td);
    if (settings.bommode == "netlist") {
      netname = bomentry;
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
      tr.appendChild(td);
      var color = settings.netColors[netname] || defaultNetColor;
      td = document.createElement("TD");
      var colorBox = document.createElement("INPUT");
      colorBox.type = "color";
      colorBox.value = color;
      colorBox.onchange = netColorChangeHandler(netname);
      colorBox.onmouseup = netColorRightClick(netname);
      colorBox.oncontextmenu = (e) => e.preventDefault();
      td.appendChild(colorBox);
      td.classList.add("color-column");
      tr.appendChild(td);
    } else {
      if (reflookup) {
        references = findRefInEntry(bomentry);
        if (references.length == 0) {
          continue;
        }
      } else {
        references = bomentry;
      }
      // Filter hidden columns
      var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
      columns.forEach((column) => {
        if (column === placeholderColumn) {
          var n = 1;
          if (column === "checkboxes")
            n = settings.checkboxes.length;
          for (i = 0; i < n; i++) {
            td = placeHolderElements.shift();
            tr.appendChild(td);
          }
          return;
        } else if (column === "checkboxes") {
          for (var checkbox of settings.checkboxes) {
            if (checkbox) {
              td = document.createElement("TD");
              var input = document.createElement("input");
              input.type = "checkbox";
              input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
              setBomCheckboxState(checkbox, input, references);
              if (input.checked && settings.markWhenChecked == checkbox) {
                tr.classList.add("checked");
              }
              td.appendChild(input);
              tr.appendChild(td);
            }
          }
        } else if (column === "References") {
          td = document.createElement("TD");
          td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
          tr.appendChild(td);
        } else if (column === "Quantity" && settings.bommode == "grouped") {
          // Quantity
          td = document.createElement("TD");
          td.textContent = references.length;
          tr.appendChild(td);
        } else {
          // All the other fields
          var field_index = config.fields.indexOf(column)
          if (field_index < 0)
            return;
          var valueSet = new Set();
          references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
          td = document.createElement("TD");
          var output = new Array();
          for (let item of valueSet) {
            const visible = highlightFilter(String(item));
            if (typeof item === 'string' && item.match(urlRegex)) {
              output.push(`<a href="${item}" target="_blank">${visible}</a>`);
            } else {
              output.push(visible);
            }
          }
          td.innerHTML = output.join(", ");
          tr.appendChild(td);
        }
      });
    }
    bom.appendChild(tr);
    var handler = createRowHighlightHandler(tr.id, references, netname);
    tr.onmousemove = handler;
    highlightHandlers.push({
      id: tr.id,
      handler: handler,
    });
    if (references !== null) {
      for (var refIndex of references.map(r => r[1])) {
        footprintIndexToHandler[refIndex] = handler;
      }
    }
    if (netname !== null) {
      netsToHandler[netname] = handler;
    }
    if ((filter || reflookup) && first) {
      handler();
      first = false;
    }
  }
  EventHandler.emitEvent(
    IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
    filter: filter,
    reflookup: reflookup,
    checkboxes: settings.checkboxes,
    bommode: settings.bommode,
  });
}

function highlightPreviousRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[highlightHandlers.length - 1].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[0].id == currentHighlightedRowId) {
      highlightHandlers[highlightHandlers.length - 1].handler();
    } else {
      for (var i = 0; i < highlightHandlers.length - 1; i++) {
        if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}

function highlightNextRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[0].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
      highlightHandlers[0].handler();
    } else {
      for (var i = 1; i < highlightHandlers.length; i++) {
        if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}

function populateBomTable() {
  populateBomHeader();
  populateBomBody();
  setBomHandlers();
  resizableGrid(bomhead);
}

function footprintsClicked(footprintIndexes) {
  var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
  for (var i = 1; i <= footprintIndexes.length; i++) {
    var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
    if (refIndex in footprintIndexToHandler) {
      lastClicked = refIndex;
      footprintIndexToHandler[refIndex]();
      smoothScrollToRow(currentHighlightedRowId);
      break;
    }
  }
}

function netClicked(net) {
  if (net in netsToHandler) {
    netsToHandler[net]();
    smoothScrollToRow(currentHighlightedRowId);
  } else {
    clearHighlightedFootprints();
    highlightedNet = net;
    drawHighlights();
  }
}

function updateFilter(input) {
  filter = input.toLowerCase();
  populateBomTable();
}

function updateRefLookup(input) {
  reflookup = input.toLowerCase();
  populateBomTable();
}

function changeCanvasLayout(layout) {
  document.getElementById("fl-btn").classList.remove("depressed");
  document.getElementById("fb-btn").classList.remove("depressed");
  document.getElementById("bl-btn").classList.remove("depressed");
  switch (layout) {
    case 'F':
      document.getElementById("fl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(1);
      }
      break;
    case 'B':
      document.getElementById("bl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(0);
      }
      break;
    default:
      document.getElementById("fb-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.setSizes([50, 50]);
      }
  }
  settings.canvaslayout = layout;
  writeStorage("canvaslayout", layout);
  resizeAll();
  changeBomMode(settings.bommode);
}

function populateMetadata() {
  document.getElementById("title").innerHTML = pcbdata.metadata.title;
  document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
  document.getElementById("company").innerHTML = pcbdata.metadata.company;
  document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
  if (pcbdata.metadata.title != "") {
    document.title = pcbdata.metadata.title + " BOM";
  }
  // Calculate board stats
  var fp_f = 0,
    fp_b = 0,
    pads_f = 0,
    pads_b = 0,
    pads_th = 0;
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    if (pcbdata.bom.skipped.includes(i)) continue;
    var mod = pcbdata.footprints[i];
    if (mod.layer == "F") {
      fp_f++;
    } else {
      fp_b++;
    }
    for (var pad of mod.pads) {
      if (pad.type == "th") {
        pads_th++;
      } else {
        if (pad.layers.includes("F")) {
          pads_f++;
        }
        if (pad.layers.includes("B")) {
          pads_b++;
        }
      }
    }
  }
  document.getElementById("stats-components-front").innerHTML = fp_f;
  document.getElementById("stats-components-back").innerHTML = fp_b;
  document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
  document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
  document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
  document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
  document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
  document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
  document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
  document.getElementById("stats-th-pads").innerHTML = pads_th;
  // Update version string
  document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
    /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
}

function changeBomLayout(layout) {
  document.getElementById("bom-btn").classList.remove("depressed");
  document.getElementById("lr-btn").classList.remove("depressed");
  document.getElementById("tb-btn").classList.remove("depressed");
  switch (layout) {
    case 'bom-only':
      document.getElementById("bom-btn").classList.add("depressed");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      document.getElementById("frontcanvas").style.display = "none";
      document.getElementById("backcanvas").style.display = "none";
      document.getElementById("topmostdiv").style.height = "";
      document.getElementById("topmostdiv").style.display = "block";
      break;
    case 'top-bottom':
      document.getElementById("tb-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("topmostdiv").style.height = "100%";
      document.getElementById("topmostdiv").style.display = "flex";
      document.getElementById("bomdiv").classList.remove("split-horizontal");
      document.getElementById("canvasdiv").classList.remove("split-horizontal");
      document.getElementById("frontcanvas").classList.add("split-horizontal");
      document.getElementById("backcanvas").classList.add("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        direction: "vertical",
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        onDragEnd: resizeAll
      });
      break;
    case 'left-right':
      document.getElementById("lr-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("topmostdiv").style.height = "100%";
      document.getElementById("topmostdiv").style.display = "flex";
      document.getElementById("bomdiv").classList.add("split-horizontal");
      document.getElementById("canvasdiv").classList.add("split-horizontal");
      document.getElementById("frontcanvas").classList.remove("split-horizontal");
      document.getElementById("backcanvas").classList.remove("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        direction: "vertical",
        onDragEnd: resizeAll
      });
  }
  settings.bomlayout = layout;
  writeStorage("bomlayout", layout);
  changeCanvasLayout(settings.canvaslayout);
}

function changeBomMode(mode) {
  document.getElementById("bom-grouped-btn").classList.remove("depressed");
  document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
  document.getElementById("bom-netlist-btn").classList.remove("depressed");
  var chkbxs = document.getElementsByClassName("visibility_checkbox");

  switch (mode) {
    case 'grouped':
      document.getElementById("bom-grouped-btn").classList.add("depressed");
      for (var i = 0; i < chkbxs.length; i++) {
        chkbxs[i].disabled = false;
      }
      break;
    case 'ungrouped':
      document.getElementById("bom-ungrouped-btn").classList.add("depressed");
      for (var i = 0; i < chkbxs.length; i++) {
        chkbxs[i].disabled = false;
      }
      break;
    case 'netlist':
      document.getElementById("bom-netlist-btn").classList.add("depressed");
      for (var i = 0; i < chkbxs.length; i++) {
        chkbxs[i].disabled = true;
      }
  }

  writeStorage("bommode", mode);
  if (mode != settings.bommode) {
    settings.bommode = mode;
    bomSortFunction = null;
    currentSortColumn = null;
    currentSortOrder = null;
    clearHighlightedFootprints();
  }
  populateBomTable();
}

function focusFilterField() {
  focusInputField(document.getElementById("filter"));
}

function focusRefLookupField() {
  focusInputField(document.getElementById("reflookup"));
}

function toggleBomCheckbox(bomrowid, checkboxnum) {
  if (!bomrowid || checkboxnum > settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
  checkbox.checked = !checkbox.checked;
  checkbox.indeterminate = false;
  checkbox.onchange();
}

function checkBomCheckbox(bomrowid, checkboxname) {
  var checkboxnum = 0;
  while (checkboxnum < settings.checkboxes.length &&
    settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
    checkboxnum++;
  }
  if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
  checkbox.checked = true;
  checkbox.indeterminate = false;
  checkbox.onchange();
}

function setBomCheckboxes(value) {
  writeStorage("bomCheckboxes", value);
  settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
  prepCheckboxes();
  populateMarkWhenCheckedOptions();
  setMarkWhenChecked(settings.markWhenChecked);
}

function setMarkWhenChecked(value) {
  writeStorage("markWhenChecked", value);
  settings.markWhenChecked = value;
  markedFootprints.clear();
  for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
    markedFootprints.add(ref);
  }
  populateBomTable();
  drawHighlights();
}

function prepCheckboxes() {
  var table = document.getElementById("checkbox-stats");
  while (table.childElementCount > 1) {
    table.removeChild(table.lastChild);
  }
  if (settings.checkboxes.length) {
    table.style.display = "";
  } else {
    table.style.display = "none";
  }
  for (var checkbox of settings.checkboxes) {
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    td.innerHTML = checkbox;
    tr.appendChild(td);
    td = document.createElement("TD");
    td.id = "checkbox-stats-" + checkbox;
    var progressbar = document.createElement("div");
    progressbar.classList.add("bar");
    td.appendChild(progressbar);
    var text = document.createElement("div");
    text.classList.add("text");
    td.appendChild(text);
    tr.appendChild(td);
    table.appendChild(tr);
    updateCheckboxStats(checkbox);
  }
}

function populateMarkWhenCheckedOptions() {
  var container = document.getElementById("markWhenCheckedContainer");

  if (settings.checkboxes.length == 0) {
    container.parentElement.style.display = "none";
    return;
  }

  container.innerHTML = '';
  container.parentElement.style.display = "inline-block";

  function createOption(name, displayName) {
    var id = "markWhenChecked-" + name;

    var div = document.createElement("div");
    div.classList.add("radio-container");

    var input = document.createElement("input");
    input.type = "radio";
    input.name = "markWhenChecked";
    input.value = name;
    input.id = id;
    input.onchange = () => setMarkWhenChecked(name);
    div.appendChild(input);

    // Preserve the selected element when the checkboxes change
    if (name == settings.markWhenChecked) {
      input.checked = true;
    }

    var label = document.createElement("label");
    label.innerHTML = displayName;
    label.htmlFor = id;
    div.appendChild(label);

    container.appendChild(div);
  }
  createOption("", "None");
  for (var checkbox of settings.checkboxes) {
    createOption(checkbox, checkbox);
  }
}

function updateCheckboxStats(checkbox) {
  var checked = getStoredCheckboxRefs(checkbox).size;
  var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
  var percent = checked * 100.0 / total;
  var td = document.getElementById("checkbox-stats-" + checkbox);
  td.firstChild.style.width = percent + "%";
  td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
}

function constrain(number, min, max) {
  return Math.min(Math.max(parseInt(number), min), max);
}

document.onkeydown = function (e) {
  switch (e.key) {
    case "n":
      if (document.activeElement.type == "text") {
        return;
      }
      if (currentHighlightedRowId !== null) {
        checkBomCheckbox(currentHighlightedRowId, "placed");
        highlightNextRow();
        e.preventDefault();
      }
      break;
    case "ArrowUp":
      highlightPreviousRow();
      e.preventDefault();
      break;
    case "ArrowDown":
      highlightNextRow();
      e.preventDefault();
      break;
    case "ArrowLeft":
    case "ArrowRight":
      if (document.activeElement.type != "text") {
        e.preventDefault();
        let boardRotationElement = document.getElementById("boardRotation")
        settings.boardRotation = parseInt(boardRotationElement.value);  // degrees / 5
        if (e.key == "ArrowLeft") {
          settings.boardRotation += 3;  // 15 degrees
        }
        else {
          settings.boardRotation -= 3;
        }
        settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max);
        boardRotationElement.value = settings.boardRotation
        setBoardRotation(settings.boardRotation);
      }
      break;
    default:
      break;
  }
  if (e.altKey) {
    switch (e.key) {
      case "f":
        focusFilterField();
        e.preventDefault();
        break;
      case "r":
        focusRefLookupField();
        e.preventDefault();
        break;
      case "z":
        changeBomLayout("bom-only");
        e.preventDefault();
        break;
      case "x":
        changeBomLayout("left-right");
        e.preventDefault();
        break;
      case "c":
        changeBomLayout("top-bottom");
        e.preventDefault();
        break;
      case "v":
        changeCanvasLayout("F");
        e.preventDefault();
        break;
      case "b":
        changeCanvasLayout("FB");
        e.preventDefault();
        break;
      case "n":
        changeCanvasLayout("B");
        e.preventDefault();
        break;
      default:
        break;
    }
    if (e.key >= '1' && e.key <= '9') {
      toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
      e.preventDefault();
    }
  }
}

function hideNetlistButton() {
  document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
  document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
  document.getElementById("bom-netlist-btn").style.display = "none";
}

function topToggle() {
  var top = document.getElementById("top");
  var toptoggle = document.getElementById("toptoggle");
  if (top.style.display === "none") {
    top.style.display = "flex";
    toptoggle.classList.remove("flipped");
  } else {
    top.style.display = "none";
    toptoggle.classList.add("flipped");
  }
}

window.onload = function (e) {
  initUtils();
  initRender();
  initStorage();
  initDefaults();
  cleanGutters();
  populateMetadata();
  dbgdiv = document.getElementById("dbg");
  bom = document.getElementById("bombody");
  bomhead = document.getElementById("bomhead");
  filter = "";
  reflookup = "";
  if (!("nets" in pcbdata)) {
    hideNetlistButton();
  }
  initDone = true;
  setBomCheckboxes(document.getElementById("bomCheckboxes").value);
  // Triggers render
  changeBomLayout(settings.bomlayout);

  // Users may leave fullscreen without touching the checkbox. Uncheck.
  document.addEventListener('fullscreenchange', () => {
    if (!document.fullscreenElement)
      document.getElementById('fullscreenCheckbox').checked = false;
  });
}

window.onresize = resizeAll;
window.matchMedia("print").addListener(resizeAll);

///////////////////////////////////////////////

///////////////////////////////////////////////
// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => {
//     for(var tr of bom.childNodes) {
//         tr.onclick = tr.onmousemove;
//         tr.onmousemove = null;
//     };
// });

///////////////////////////////////////////////
  </script>
</head>

<body>

<div id="topmostdiv" class="topmostdiv">
  <div id="top">
    <div id="fileinfodiv">
      <table class="fileinfo">
        <tbody>
          <tr>
            <td id="title" class="title" style="width: 70%">
              Title
            </td>
            <td id="revision" class="title" style="width: 30%">
              Revision
            </td>
          </tr>
          <tr>
            <td id="company">
              Company
            </td>
            <td id="filedate">
              Date
            </td>
          </tr>
        </tbody>
      </table>
    </div>
    <div id="bomcontrols">
      <div class="hideonprint menu">
        <button class="menubtn"></button>
        <div class="menu-content">
          <label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
            <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
            Dark mode
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
            <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
            Full Screen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
            Fab layer
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
            Silkscreen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
            References
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
            Values
          </label>
          <div id="tracksAndZonesCheckboxes">
            <label class="menu-label" style="width: calc(50% - 18px)">
              <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
              Tracks
            </label><!-- This comment eats space! All of it!
            --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
              <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
              Zones
            </label>
          </div>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
            Pads
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
            DNP outlined
          </label>
          <label class="menu-label">
            <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
            Continuous redraw on drag
          </label>
          <label class="menu-label">
            Highlight first pin
            <form id="highlightpin1">
              <div class="flexbox">
                <label>
                  <input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')">
                  None
                </label>
                <label>
                  <input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')">
                  All
                </label>
                <label>
                  <input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')">
                  Selected
                </label>
              </div>
            </form>
          </label>
          <label class="menu-label">
            <span>Board rotation</span>
            <span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
            <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
          </label>
          <label class="menu-label">
            <input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)">
            Offset back rotation
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Bom checkboxes</div>
            <input id="bomCheckboxes" class="menu-textbox" type=text
                   oninput="setBomCheckboxes(this.value)">
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Mark when checked</div>
            <div id="markWhenCheckedContainer"></div>
          </label>
          <label class="menu-label">
            <span class="shameless-plug">
              <span>Created using</span>
              <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
              <a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a>
            </span>
          </label>
        </div>
      </div>
      <div class="button-container hideonprint">
        <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
                title="Front only">F
        </button>
        <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
                title="Front and Back">FB
        </button>
        <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
                title="Back only">B
        </button>
      </div>
      <div class="button-container hideonprint">
        <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
                title="BOM only"></button>
        <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
                title="BOM left, drawings right"></button>
        <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
                title="BOM top, drawings bot"></button>
      </div>
      <div class="button-container hideonprint">
        <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
                title="Grouped BOM"></button>
        <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
                title="Ungrouped BOM"></button>
        <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
                title="Netlist"></button>
      </div>
      <div class="hideonprint menu">
        <button class="statsbtn"></button>
        <div class="menu-content">
          <table class="stats">
            <tbody>
              <tr>
                <td width="40%">Board stats</td>
                <td>Front</td>
                <td>Back</td>
                <td>Total</td>
              </tr>
              <tr>
                <td>Components</td>
                <td id="stats-components-front">~</td>
                <td id="stats-components-back">~</td>
                <td id="stats-components-total">~</td>
              </tr>
              <tr>
                <td>Groups</td>
                <td id="stats-groups-front">~</td>
                <td id="stats-groups-back">~</td>
                <td id="stats-groups-total">~</td>
              </tr>
              <tr>
                <td>SMD pads</td>
                <td id="stats-smd-pads-front">~</td>
                <td id="stats-smd-pads-back">~</td>
                <td id="stats-smd-pads-total">~</td>
              </tr>
              <tr>
                <td>TH pads</td>
                <td colspan=3 id="stats-th-pads">~</td>
              </tr>
            </tbody>
          </table>
          <table class="stats">
            <col width="40%"/><col />
            <tbody id="checkbox-stats">
              <tr>
                <td colspan=2 style="border-top: 0">Checkboxes</td>
              </tr>
            </tbody>
          </table>
        </div>
      </div>
      <div class="hideonprint menu">
        <button class="iobtn"></button>
        <div class="menu-content">
          <div class="menu-label menu-label-top">
            <div style="margin-left: 5px;">Save board image</div>
            <div class="flexbox">
              <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
              <span>X</span>
              <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
            </div>
            <label>
              <input id="render-save-transparent" type="checkbox">
              Transparent background
            </label>
            <div class="flexbox">
              <button class="savebtn" onclick="saveImage('F')">Front</button>
              <button class="savebtn" onclick="saveImage('B')">Back</button>
            </div>
          </div>
          <div class="menu-label">
            <span style="margin-left: 5px;">Config and checkbox state</span>
            <div class="flexbox">
              <button class="savebtn" onclick="saveSettings()">Export</button>
              <button class="savebtn" onclick="loadSettings()">Import</button>
              <button class="savebtn" onclick="resetSettings()">Reset</button>
            </div>
          </div>
          <div class="menu-label">
            <span style="margin-left: 5px;">Save bom table as</span>
            <div class="flexbox">
              <button class="savebtn" onclick="saveBomTable('csv')">csv</button>
              <button class="savebtn" onclick="saveBomTable('txt')">txt</button>
            </div>
          </div>
        </div>
      </div>
    </div>
  </div>
  <div id="topdivider">
    <div class="hideonprint">
      <div id="toptoggle" onclick="topToggle()">︽</div>
    </div>
  </div>
  <div id="bot" class="split" style="flex: 1 1">
    <div id="bomdiv" class="split split-horizontal">
      <div style="width: 100%">
        <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
               oninput="updateRefLookup(this.value)">
        <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
               oninput="updateFilter(this.value)">
        <div class="button-container hideonprint" style="float: left; margin: 0;">
          <button id="copy" title="Copy bom table to clipboard"
               onclick="saveBomTable('clipboard')"></button>
        </div>
      </div>
      <div id="dbg"></div>
      <table class="bom" id="bomtable">
        <thead id="bomhead">
        </thead>
        <tbody id="bombody">
        </tbody>
      </table>
    </div>
    <div id="canvasdiv" class="split split-horizontal">
      <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
      <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
    </div>
  </div>
</div>

</body>

</html>
